<!DOCTYPE html>
<html lang="en">

<head>
  <meta charset="UTF-8">
  <meta name="viewport" content="width=device-width, initial-scale=1.0">
  <title>Interactive BOM for KiCAD</title>
  <style type="text/css">
:root {
  --pcb-edge-color: black;
  --pad-color: #878787;
  --pad-hole-color: #CCCCCC;
  --pad-color-highlight: #D04040;
  --pad-color-highlight-both: #D0D040;
  --pad-color-highlight-marked: #44a344;
  --pin1-outline-color: #ffb629;
  --pin1-outline-color-highlight: #ffb629;
  --pin1-outline-color-highlight-both: #fcbb39;
  --pin1-outline-color-highlight-marked: #fdbe41;
  --silkscreen-edge-color: #aa4;
  --silkscreen-polygon-color: #4aa;
  --silkscreen-text-color: #4aa;
  --fabrication-edge-color: #907651;
  --fabrication-polygon-color: #907651;
  --fabrication-text-color: #a27c24;
  --track-color: #def5f1;
  --track-color-highlight: #D04040;
  --zone-color: #def5f1;
  --zone-color-highlight: #d0404080;
}

html,
body {
  margin: 0px;
  height: 100%;
  font-family: Verdana, sans-serif;
}

.dark.topmostdiv {
  --pcb-edge-color: #eee;
  --pad-color: #808080;
  --pin1-outline-color: #ffa800;
  --pin1-outline-color-highlight: #ccff00;
  --track-color: #42524f;
  --zone-color: #42524f;
  background-color: #252c30;
  color: #eee;
}

button {
  background-color: #eee;
  border: 1px solid #888;
  color: black;
  height: 44px;
  width: 44px;
  text-align: center;
  text-decoration: none;
  display: inline-block;
  font-size: 14px;
  font-weight: bolder;
}

.dark button {
  /* This will be inverted */
  background-color: #c3b7b5;
}

button.depressed {
  background-color: #0a0;
  color: white;
}

.dark button.depressed {
  /* This will be inverted */
  background-color: #b3b;
}

button:focus {
  outline: 0;
}

button#tb-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}

button#lr-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}

button#bom-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-grouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-ungrouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-netlist-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
}

button#copy {
  background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
  background-position: 6px 6px;
  background-repeat: no-repeat;
  background-size: 26px 26px;
  border-radius: 6px;
  height: 40px;
  width: 40px;
  margin: 10px 5px;
}

button#copy:active {
  box-shadow: inset 0px 0px 5px #6c6c6c;
}

textarea.clipboard-temp {
  position: fixed;
  top: 0;
  left: 0;
  width: 2em;
  height: 2em;
  padding: 0;
  border: None;
  outline: None;
  box-shadow: None;
  background: transparent;
}

.left-most-button {
  border-right: 0;
  border-top-left-radius: 6px;
  border-bottom-left-radius: 6px;
}

.middle-button {
  border-right: 0;
}

.right-most-button {
  border-top-right-radius: 6px;
  border-bottom-right-radius: 6px;
}

.button-container {
  font-size: 0;
  margin: 0.4rem 0.4rem 0.4rem 0;
}

.dark .button-container {
  filter: invert(1);
}

.button-container button {
  background-size: 32px 32px;
  background-position: 5px 5px;
  background-repeat: no-repeat;
}

@media print {
  .hideonprint {
    display: none;
  }
}

canvas {
  cursor: crosshair;
}

canvas:active {
  cursor: grabbing;
}

.fileinfo {
  width: 100%;
  max-width: 1000px;
  border: none;
  padding: 3px;
}

.fileinfo .title {
  font-size: 20pt;
  font-weight: bold;
}

.fileinfo td {
  overflow: hidden;
  white-space: nowrap;
  max-width: 1px;
  width: 50%;
  text-overflow: ellipsis;
}

.bom {
  border-collapse: collapse;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 10pt;
  table-layout: fixed;
  width: 100%;
  margin-top: 1px;
  position: relative;
}

.bom th,
.bom td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}

.dark .bom th,
.dark .bom td {
  border: 1px solid #777;
}

.bom th {
  background-color: #CCCCCC;
  background-clip: padding-box;
}

.dark .bom th {
  background-color: #3b4749;
}

.bom tr.highlighted:nth-child(n) {
  background-color: #cfc;
}

.dark .bom tr.highlighted:nth-child(n) {
  background-color: #226022;
}

.bom tr:nth-child(even) {
  background-color: #f2f2f2;
}

.dark .bom tr:nth-child(even) {
  background-color: #313b40;
}

.bom tr.checked {
  color: #1cb53d;
}

.dark .bom tr.checked {
  color: #2cce54;
}

.bom tr {
  transition: background-color 0.2s;
}

.bom .numCol {
  width: 30px;
}

.bom .value {
  width: 15%;
}

.bom .quantity {
  width: 65px;
}

.bom th .sortmark {
  position: absolute;
  right: 1px;
  top: 1px;
  margin-top: -5px;
  border-width: 5px;
  border-style: solid;
  border-color: transparent transparent #221 transparent;
  transform-origin: 50% 85%;
  transition: opacity 0.2s, transform 0.4s;
}

.dark .bom th .sortmark {
  filter: invert(1);
}

.bom th .sortmark.none {
  opacity: 0;
}

.bom th .sortmark.desc {
  transform: rotate(180deg);
}

.bom th:hover .sortmark.none {
  opacity: 0.5;
}

.bom .bom-checkbox {
  width: 30px;
  position: relative;
  user-select: none;
  -moz-user-select: none;
}

.bom .bom-checkbox:before {
  content: "";
  position: absolute;
  border-width: 15px;
  border-style: solid;
  border-color: #51829f transparent transparent transparent;
  visibility: hidden;
  top: -15px;
}

.bom .bom-checkbox:after {
  content: "Double click to set/unset all";
  position: absolute;
  color: white;
  top: -35px;
  left: -26px;
  background: #51829f;
  padding: 5px 15px;
  border-radius: 8px;
  white-space: nowrap;
  visibility: hidden;
}

.bom .bom-checkbox:hover:before,
.bom .bom-checkbox:hover:after {
  visibility: visible;
  transition: visibility 0.2s linear 1s;
}

.split {
  -webkit-box-sizing: border-box;
  -moz-box-sizing: border-box;
  box-sizing: border-box;
  overflow-y: auto;
  overflow-x: hidden;
  background-color: inherit;
}

.split.split-horizontal,
.gutter.gutter-horizontal {
  height: 100%;
  float: left;
}

.gutter {
  background-color: #ddd;
  background-repeat: no-repeat;
  background-position: 50%;
  transition: background-color 0.3s;
}

.dark .gutter {
  background-color: #777;
}

.gutter.gutter-horizontal {
  background-image: url('');
  cursor: ew-resize;
  width: 5px;
}

.gutter.gutter-vertical {
  background-image: url('');
  cursor: ns-resize;
  height: 5px;
}

.searchbox {
  float: left;
  height: 40px;
  margin: 10px 5px;
  padding: 12px 32px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 18px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 6px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  background-image: url('');
  background-position: 10px 10px;
  background-repeat: no-repeat;
}

.dark .searchbox {
  background-color: #111;
  color: #eee;
}

.searchbox::placeholder {
  color: #ccc;
}

.dark .searchbox::placeholder {
  color: #666;
}

.filter {
  width: calc(60% - 64px);
}

.reflookup {
  width: calc(40% - 10px);
}

input[type=text]:focus {
  background-color: white;
  border: 1px solid #333;
}

.dark input[type=text]:focus {
  background-color: #333;
  border: 1px solid #ccc;
}

mark.highlight {
  background-color: #5050ff;
  color: #fff;
  padding: 2px;
  border-radius: 6px;
}

.dark mark.highlight {
  background-color: #76a6da;
  color: #111;
}

.menubtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
  background-position: center;
  background-repeat: no-repeat;
}

.statsbtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}

.iobtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}

.visbtn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
  padding: 15px;
}

#vismenu-content {
  left: 0px;
  font-family: Verdana, sans-serif;
}

.dark .statsbtn,
.dark .savebtn,
.dark .menubtn,
.dark .iobtn,
.dark .visbtn {
  filter: invert(1);
}

.flexbox {
  display: flex;
  align-items: center;
  justify-content: space-between;
  width: 100%;
}

.savebtn {
  background-color: #d6d6d6;
  width: auto;
  height: 30px;
  flex-grow: 1;
  margin: 5px;
  border-radius: 4px;
}

.savebtn:active {
  background-color: #0a0;
  color: white;
}

.dark .savebtn:active {
  /* This will be inverted */
  background-color: #b3b;
}

.stats {
  border-collapse: collapse;
  font-size: 12pt;
  table-layout: fixed;
  width: 100%;
  min-width: 450px;
}

.dark .stats td {
  border: 1px solid #bbb;
}

.stats td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}

#checkbox-stats div {
  position: absolute;
  left: 0;
  top: 0;
  height: 100%;
  width: 100%;
  display: flex;
  align-items: center;
  justify-content: center;
}

#checkbox-stats .bar {
  background-color: rgba(28, 251, 0, 0.6);
}

.menu {
  position: relative;
  display: inline-block;
  margin: 0.4rem 0.4rem 0.4rem 0;
}

.menu-content {
  font-size: 12pt !important;
  text-align: left !important;
  font-weight: normal !important;
  display: none;
  position: absolute;
  background-color: white;
  right: 0;
  min-width: 300px;
  box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
  z-index: 100;
  padding: 8px;
}

.dark .menu-content {
  background-color: #111;
}

.menu:hover .menu-content {
  display: block;
}

.menu:hover .menubtn,
.menu:hover .iobtn,
.menu:hover .statsbtn {
  background-color: #eee;
}

.menu-label {
  display: inline-block;
  padding: 8px;
  border: 1px solid #ccc;
  border-top: 0;
  width: calc(100% - 18px);
}

.menu-label-top {
  border-top: 1px solid #ccc;
}

.menu-textbox {
  float: left;
  height: 24px;
  margin: 10px 5px;
  padding: 5px 5px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 14px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 4px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  width: calc(100% - 10px);
}

.menu-textbox.invalid,
.dark .menu-textbox.invalid {
  color: red;
}

.dark .menu-textbox {
  background-color: #222;
  color: #eee;
}

.radio-container {
  margin: 4px;
}

.topmostdiv {
  display: flex;
  flex-direction: column;
  width: 100%;
  background-color: white;
  transition: background-color 0.3s;
}

#top {
  display: flex;
  flex-wrap: wrap;
  justify-content: flex-end;
  align-items: center;
}

#topdivider {
  border-bottom: 2px solid black;
  display: flex;
  justify-content: center;
  align-items: center;
}

.dark #topdivider {
  border-bottom: 2px solid #ccc;
}

#topdivider>div {
  position: relative;
}

#toptoggle {
  cursor: pointer;
  user-select: none;
  position: absolute;
  padding: 0.1rem 0.3rem;
  top: -0.4rem;
  left: -1rem;
  font-size: 1.4rem;
  line-height: 60%;
  border: 1px solid black;
  border-radius: 1rem;
  background-color: #fff;
  z-index: 100;
}

.flipped {
  transform: rotate(0.5turn);
}

.dark #toptoggle {
  border: 1px solid #fff;
  background-color: #222;
}

#fileinfodiv {
  flex: 20rem 1 0;
  overflow: auto;
}

#bomcontrols {
  display: flex;
  flex-direction: row-reverse;
}

#bomcontrols>* {
  flex-shrink: 0;
}

#dbg {
  display: block;
}

::-webkit-scrollbar {
  width: 8px;
}

::-webkit-scrollbar-track {
  background: #aaa;
}

::-webkit-scrollbar-thumb {
  background: #666;
  border-radius: 3px;
}

::-webkit-scrollbar-thumb:hover {
  background: #555;
}

.slider {
  -webkit-appearance: none;
  width: 100%;
  margin: 3px 0;
  padding: 0;
  outline: none;
  opacity: 0.7;
  -webkit-transition: .2s;
  transition: opacity .2s;
  border-radius: 3px;
}

.slider:hover {
  opacity: 1;
}

.slider:focus {
  outline: none;
}

.slider::-webkit-slider-runnable-track {
  -webkit-appearance: none;
  width: 100%;
  height: 8px;
  background: #d3d3d3;
  border-radius: 3px;
  border: none;
}

.slider::-webkit-slider-thumb {
  -webkit-appearance: none;
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin-top: -4px;
}

.dark .slider::-webkit-slider-thumb {
  background: #3d3;
}

.slider::-moz-range-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
}

.slider::-moz-range-track {
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  background: #d3d3d3;
  border-radius: 3px;
}

.dark .slider::-moz-range-thumb {
  background: #3d3;
}

.slider::-ms-track {
  width: 100%;
  height: 8px;
  border-width: 3px 0;
  background: transparent;
  border-color: transparent;
  color: transparent;
  transition: opacity .2s;
}

.slider::-ms-fill-lower {
  background: #d3d3d3;
  border: none;
  border-radius: 3px;
}

.slider::-ms-fill-upper {
  background: #d3d3d3;
  border: none;
  border-radius: 3px;
}

.slider::-ms-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin: 0;
}

.shameless-plug {
  font-size: 0.8em;
  text-align: center;
  display: block;
}

a {
  color: #0278a4;
}

.dark a {
  color: #00b9fd;
}

#frontcanvas,
#backcanvas {
  touch-action: none;
}

.placeholder {
  border: 1px dashed #9f9fda !important;
  background-color: #edf2f7 !important;
}

.dragging {
  z-index: 999;
}

.dark .dragging>table>tbody>tr {
  background-color: #252c30;
}

.dark .placeholder {
  filter: invert(1);
}

.column-spacer {
  top: 0;
  left: 0;
  width: calc(100% - 4px);
  position: absolute;
  cursor: pointer;
  user-select: none;
  height: 100%;
}

.column-width-handle {
  top: 0;
  right: 0;
  width: 4px;
  position: absolute;
  cursor: col-resize;
  user-select: none;
  height: 100%;
}

.column-width-handle:hover {
  background-color: #4f99bd;
}

.help-link {
  border: 1px solid #0278a4;
  padding-inline: 0.3rem;
  border-radius: 3px;
  cursor: pointer;
}

.dark .help-link {
  border: 1px solid #00b9fd;
}

.bom-color {
  width: 20%;
}

.color-column input {
  width: 1.6rem;
  height: 1rem;
  border: 1px solid black;
  cursor: pointer;
  padding: 0;
}

/* removes default styling from input color element */
::-webkit-color-swatch {
  border: none;
}

::-webkit-color-swatch-wrapper {
  padding: 0;
}

::-moz-color-swatch,
::-moz-focus-inner {
  border: none;
}

::-moz-focus-inner {
  padding: 0;
}
/* #bomhead {
    position: sticky;
    top: 0px;
    z-index: 1;
} */
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  <script type="text/javascript" >
///////////////////////////////////////////////
/*
  Split.js - v1.3.5
  MIT License
  https://github.com/nathancahill/Split.js
*/
!function(e,t){"object"==typeof exports&&"undefined"!=typeof module?module.exports=t():"function"==typeof define&&define.amd?define(t):e.Split=t()}(this,function(){"use strict";var e=window,t=e.document,n="addEventListener",i="removeEventListener",r="getBoundingClientRect",s=function(){return!1},o=e.attachEvent&&!e[n],a=["","-webkit-","-moz-","-o-"].filter(function(e){var n=t.createElement("div");return n.style.cssText="width:"+e+"calc(9px)",!!n.style.length}).shift()+"calc",l=function(e){return"string"==typeof e||e instanceof String?t.querySelector(e):e};return function(u,c){function z(e,t,n){var i=A(y,t,n);Object.keys(i).forEach(function(t){return e.style[t]=i[t]})}function h(e,t){var n=B(y,t);Object.keys(n).forEach(function(t){return e.style[t]=n[t]})}function f(e){var t=E[this.a],n=E[this.b],i=t.size+n.size;t.size=e/this.size*i,n.size=i-e/this.size*i,z(t.element,t.size,this.aGutterSize),z(n.element,n.size,this.bGutterSize)}function m(e){var t;this.dragging&&((t="touches"in e?e.touches[0][b]-this.start:e[b]-this.start)<=E[this.a].minSize+M+this.aGutterSize?t=E[this.a].minSize+this.aGutterSize:t>=this.size-(E[this.b].minSize+M+this.bGutterSize)&&(t=this.size-(E[this.b].minSize+this.bGutterSize)),f.call(this,t),c.onDrag&&c.onDrag())}function g(){var e=E[this.a].element,t=E[this.b].element;this.size=e[r]()[y]+t[r]()[y]+this.aGutterSize+this.bGutterSize,this.start=e[r]()[G]}function d(){var t=this,n=E[t.a].element,r=E[t.b].element;t.dragging&&c.onDragEnd&&c.onDragEnd(),t.dragging=!1,e[i]("mouseup",t.stop),e[i]("touchend",t.stop),e[i]("touchcancel",t.stop),t.parent[i]("mousemove",t.move),t.parent[i]("touchmove",t.move),delete t.stop,delete t.move,n[i]("selectstart",s),n[i]("dragstart",s),r[i]("selectstart",s),r[i]("dragstart",s),n.style.userSelect="",n.style.webkitUserSelect="",n.style.MozUserSelect="",n.style.pointerEvents="",r.style.userSelect="",r.style.webkitUserSelect="",r.style.MozUserSelect="",r.style.pointerEvents="",t.gutter.style.cursor="",t.parent.style.cursor=""}function S(t){var i=this,r=E[i.a].element,o=E[i.b].element;!i.dragging&&c.onDragStart&&c.onDragStart(),t.preventDefault(),i.dragging=!0,i.move=m.bind(i),i.stop=d.bind(i),e[n]("mouseup",i.stop),e[n]("touchend",i.stop),e[n]("touchcancel",i.stop),i.parent[n]("mousemove",i.move),i.parent[n]("touchmove",i.move),r[n]("selectstart",s),r[n]("dragstart",s),o[n]("selectstart",s),o[n]("dragstart",s),r.style.userSelect="none",r.style.webkitUserSelect="none",r.style.MozUserSelect="none",r.style.pointerEvents="none",o.style.userSelect="none",o.style.webkitUserSelect="none",o.style.MozUserSelect="none",o.style.pointerEvents="none",i.gutter.style.cursor=j,i.parent.style.cursor=j,g.call(i)}function v(e){e.forEach(function(t,n){if(n>0){var i=F[n-1],r=E[i.a],s=E[i.b];r.size=e[n-1],s.size=t,z(r.element,r.size,i.aGutterSize),z(s.element,s.size,i.bGutterSize)}})}function p(){F.forEach(function(e){e.parent.removeChild(e.gutter),E[e.a].element.style[y]="",E[e.b].element.style[y]=""})}void 0===c&&(c={});var y,b,G,E,w=l(u[0]).parentNode,D=e.getComputedStyle(w).flexDirection,U=c.sizes||u.map(function(){return 100/u.length}),k=void 0!==c.minSize?c.minSize:100,x=Array.isArray(k)?k:u.map(function(){return k}),L=void 0!==c.gutterSize?c.gutterSize:10,M=void 0!==c.snapOffset?c.snapOffset:30,O=c.direction||"horizontal",j=c.cursor||("horizontal"===O?"ew-resize":"ns-resize"),C=c.gutter||function(e,n){var i=t.createElement("div");return i.className="gutter gutter-"+n,i},A=c.elementStyle||function(e,t,n){var i={};return"string"==typeof t||t instanceof String?i[e]=t:i[e]=o?t+"%":a+"("+t+"% - "+n+"px)",i},B=c.gutterStyle||function(e,t){return n={},n[e]=t+"px",n;var n};"horizontal"===O?(y="width","clientWidth",b="clientX",G="left","paddingLeft"):"vertical"===O&&(y="height","clientHeight",b="clientY",G="top","paddingTop");var F=[];return E=u.map(function(e,t){var i,s={element:l(e),size:U[t],minSize:x[t]};if(t>0&&(i={a:t-1,b:t,dragging:!1,isFirst:1===t,isLast:t===u.length-1,direction:O,parent:w},i.aGutterSize=L,i.bGutterSize=L,i.isFirst&&(i.aGutterSize=L/2),i.isLast&&(i.bGutterSize=L/2),"row-reverse"===D||"column-reverse"===D)){var a=i.a;i.a=i.b,i.b=a}if(!o&&t>0){var c=C(t,O);h(c,L),c[n]("mousedown",S.bind(i)),c[n]("touchstart",S.bind(i)),w.insertBefore(c,s.element),i.gutter=c}0===t||t===u.length-1?z(s.element,s.size,L/2):z(s.element,s.size,L);var f=s.element[r]()[y];return f<s.minSize&&(s.minSize=f),t>0&&F.push(i),s}),o?{setSizes:v,destroy:p}:{setSizes:v,getSizes:function(){return E.map(function(e){return e.size})},collapse:function(e){if(e===F.length){var t=F[e-1];g.call(t),o||f.call(t,t.size-t.bGutterSize)}else{var n=F[e];g.call(n),o||f.call(n,n.aGutterSize)}},destroy:p}}});

///////////////////////////////////////////////

///////////////////////////////////////////////
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
// This work is free. You can redistribute it and/or modify it
// under the terms of the WTFPL, Version 2
// For more information see LICENSE.txt or http://www.wtfpl.net/
//
// For more information, the home page:
// http://pieroxy.net/blog/pages/lz-string/testing.html
//
// LZ-based compression algorithm, version 1.4.4
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
///////////////////////////////////////////////

///////////////////////////////////////////////
/*!
 * PEP v0.4.3 | https://github.com/jquery/PEP
 * Copyright jQuery Foundation and other contributors | http://jquery.org/license
 */
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///////////////////////////////////////////////

///////////////////////////////////////////////
var config = {"dark_mode": true, "show_pads": true, "show_fabrication": true, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": false, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
///////////////////////////////////////////////

///////////////////////////////////////////////
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"))
///////////////////////////////////////////////

///////////////////////////////////////////////
/* Utility functions */

var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
  pcbdata.metadata.revision + '__#';
var storage;

function initStorage(key) {
  try {
    window.localStorage.getItem("blank");
    storage = window.localStorage;
  } catch (e) {
    // localStorage not available
  }
  if (!storage) {
    try {
      window.sessionStorage.getItem("blank");
      storage = window.sessionStorage;
    } catch (e) {
      // sessionStorage also not available
    }
  }
}

function readStorage(key) {
  if (storage) {
    return storage.getItem(storagePrefix + key);
  } else {
    return null;
  }
}

function writeStorage(key, value) {
  if (storage) {
    storage.setItem(storagePrefix + key, value);
  }
}

function fancyDblClickHandler(el, onsingle, ondouble) {
  return function () {
    if (el.getAttribute("data-dblclick") == null) {
      el.setAttribute("data-dblclick", 1);
      setTimeout(function () {
        if (el.getAttribute("data-dblclick") == 1) {
          onsingle();
        }
        el.removeAttribute("data-dblclick");
      }, 200);
    } else {
      el.removeAttribute("data-dblclick");
      ondouble();
    }
  }
}

function smoothScrollToRow(rowid) {
  document.getElementById(rowid).scrollIntoView({
    behavior: "smooth",
    block: "center",
    inline: "nearest"
  });
}

function focusInputField(input) {
  input.scrollIntoView(false);
  input.focus();
  input.select();
}

function saveBomTable(output) {
  var text = '';
  for (var node of bomhead.childNodes[0].childNodes) {
    if (node.firstChild) {
      text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
    }
    if (node != bomhead.childNodes[0].lastChild) {
      text += (output == 'csv' ? ',' : '\t');
    }
  }
  text += '\n';
  for (var row of bombody.childNodes) {
    for (var cell of row.childNodes) {
      let val = '';
      for (var node of cell.childNodes) {
        if (node.nodeName == "INPUT") {
          if (node.checked) {
            val += '✓';
          }
        } else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
          val += node.firstChild.nodeValue;
        } else {
          val += node.nodeValue;
        }
      }
      if (output == 'csv') {
        val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
        if (isNumeric(val)) {
          val = +val;                     // use number
        } else {
          val = `"${val}"`;               // enclosed within double-quote
        }
      }
      text += val;
      if (cell != row.lastChild) {
        text += (output == 'csv' ? ',' : '\t');
      }
    }
    text += '\n';
  }

  if (output != 'clipboard') {
    // To file: csv or txt
    var blob = new Blob([text], {
      type: `text/${output}`
    });
    saveFile(`${pcbdata.metadata.title}.${output}`, blob);
  } else {
    // To clipboard
    var textArea = document.createElement("textarea");
    textArea.classList.add('clipboard-temp');
    textArea.value = text;

    document.body.appendChild(textArea);
    textArea.focus();
    textArea.select();

    try {
      if (document.execCommand('copy')) {
        console.log('Bom copied to clipboard.');
      }
    } catch (err) {
      console.log('Can not copy to clipboard.');
    }

    document.body.removeChild(textArea);
  }
}

function isNumeric(str) {
  /* https://stackoverflow.com/a/175787 */
  return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
}

function removeGutterNode(node) {
  for (var i = 0; i < node.childNodes.length; i++) {
    if (node.childNodes[i].classList &&
      node.childNodes[i].classList.contains("gutter")) {
      node.removeChild(node.childNodes[i]);
      break;
    }
  }
}

function cleanGutters() {
  removeGutterNode(document.getElementById("bot"));
  removeGutterNode(document.getElementById("canvasdiv"));
}

var units = {
  prefixes: {
    giga: ["G", "g", "giga", "Giga", "GIGA"],
    mega: ["M", "mega", "Mega", "MEGA"],
    kilo: ["K", "k", "kilo", "Kilo", "KILO"],
    milli: ["m", "milli", "Milli", "MILLI"],
    micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
    nano: ["N", "n", "nano", "Nano", "NANO"],
    pico: ["P", "p", "pico", "Pico", "PICO"],
  },
  unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
  unitsLong: [
    "OHM", "Ohm", "ohm", "ohms",
    "FARAD", "Farad", "farad",
    "HENRY", "Henry", "henry"
  ],
  getMultiplier: function (s) {
    if (this.prefixes.giga.includes(s)) return 1e9;
    if (this.prefixes.mega.includes(s)) return 1e6;
    if (this.prefixes.kilo.includes(s)) return 1e3;
    if (this.prefixes.milli.includes(s)) return 1e-3;
    if (this.prefixes.micro.includes(s)) return 1e-6;
    if (this.prefixes.nano.includes(s)) return 1e-9;
    if (this.prefixes.pico.includes(s)) return 1e-12;
    return 1;
  },
  valueRegex: null,
}

function initUtils() {
  var allPrefixes = units.prefixes.giga
    .concat(units.prefixes.mega)
    .concat(units.prefixes.kilo)
    .concat(units.prefixes.milli)
    .concat(units.prefixes.micro)
    .concat(units.prefixes.nano)
    .concat(units.prefixes.pico);
  var allUnits = units.unitsShort.concat(units.unitsLong);
  units.valueRegex = new RegExp("^([0-9\.]+)" +
    "\\s*(" + allPrefixes.join("|") + ")?" +
    "(" + allUnits.join("|") + ")?" +
    "(\\b.*)?$", "");
  units.valueAltRegex = new RegExp("^([0-9]*)" +
    "(" + units.unitsShort.join("|") + ")?" +
    "([GgMmKkUuNnPp])?" +
    "([0-9]*)" +
    "(\\b.*)?$", "");
  if (config.fields.includes("Value")) {
    var index = config.fields.indexOf("Value");
    pcbdata.bom["parsedValues"] = {};
    for (var id in pcbdata.bom.fields) {
      pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
    }
  }
}

function parseValue(val, ref) {
  var inferUnit = (unit, ref) => {
    if (unit) {
      unit = unit.toLowerCase();
      if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
        unit = 'r';
      }
      unit = unit[0];
    } else {
      ref = /^([a-z]+)\d+$/i.exec(ref);
      if (ref) {
        ref = ref[1].toLowerCase();
        if (ref == "c") unit = 'f';
        else if (ref == "l") unit = 'h';
        else if (ref == "r" || ref == "rv") unit = 'r';
        else unit = null;
      }
    }
    return unit;
  };
  val = val.replace(/,/g, "");
  var match = units.valueRegex.exec(val);
  var unit;
  if (match) {
    val = parseFloat(match[1]);
    if (match[2]) {
      val = val * units.getMultiplier(match[2]);
    }
    unit = inferUnit(match[3], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[4],
    }
  }
  match = units.valueAltRegex.exec(val);
  if (match && (match[1] || match[4])) {
    val = parseFloat(match[1] + "." + match[4]);
    if (match[3]) {
      val = val * units.getMultiplier(match[3]);
    }
    unit = inferUnit(match[2], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[5],
    }
  }
  return null;
}

function valueCompare(a, b, stra, strb) {
  if (a === null && b === null) {
    // Failed to parse both values, compare them as strings.
    if (stra != strb) return stra > strb ? 1 : -1;
    else return 0;
  } else if (a === null) {
    return 1;
  } else if (b === null) {
    return -1;
  } else {
    if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
    else if (a.val != b.val) return a.val > b.val ? 1 : -1;
    else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
    else return 0;
  }
}

function validateSaveImgDimension(element) {
  var valid = false;
  var intValue = 0;
  if (/^[1-9]\d*$/.test(element.value)) {
    intValue = parseInt(element.value);
    if (intValue <= 16000) {
      valid = true;
    }
  }
  if (valid) {
    element.classList.remove("invalid");
  } else {
    element.classList.add("invalid");
  }
  return intValue;
}

function saveImage(layer) {
  var width = validateSaveImgDimension(document.getElementById("render-save-width"));
  var height = validateSaveImgDimension(document.getElementById("render-save-height"));
  var bgcolor = null;
  if (!document.getElementById("render-save-transparent").checked) {
    var style = getComputedStyle(topmostdiv);
    bgcolor = style.getPropertyValue("background-color");
  }
  if (!width || !height) return;

  // Prepare image
  var canvas = document.createElement("canvas");
  var layerdict = {
    transform: {
      x: 0,
      y: 0,
      s: 1,
      panx: 0,
      pany: 0,
      zoom: 1,
    },
    bg: canvas,
    fab: canvas,
    silk: canvas,
    highlight: canvas,
    layer: layer,
  }
  // Do the rendering
  recalcLayerScale(layerdict, width, height);
  prepareLayer(layerdict);
  clearCanvas(canvas, bgcolor);
  drawBackground(layerdict, false);
  drawHighlightsOnLayer(layerdict, false);

  // Save image
  var imgdata = canvas.toDataURL("image/png");

  var filename = pcbdata.metadata.title;
  if (pcbdata.metadata.revision) {
    filename += `.${pcbdata.metadata.revision}`;
  }
  filename += `.${layer}.png`;
  saveFile(filename, dataURLtoBlob(imgdata));
}

function saveSettings() {
  var data = {
    type: "InteractiveHtmlBom settings",
    version: 1,
    pcbmetadata: pcbdata.metadata,
    settings: settings,
  }
  var blob = new Blob([JSON.stringify(data, null, 4)], {
    type: "application/json"
  });
  saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
}

function loadSettings() {
  var input = document.createElement("input");
  input.type = "file";
  input.accept = ".settings.json";
  input.onchange = function (e) {
    var file = e.target.files[0];
    var reader = new FileReader();
    reader.onload = readerEvent => {
      var content = readerEvent.target.result;
      var newSettings;
      try {
        newSettings = JSON.parse(content);
      } catch (e) {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      if (newSettings.type != "InteractiveHtmlBom settings") {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
      if (metadataMatches) {
        for (var k in pcbdata.metadata) {
          if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
            metadataMatches = false;
          }
        }
      }
      if (!metadataMatches) {
        var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
        var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
        if (!confirm(
          `Settins file metadata does not match current metadata.\n\n` +
          `Page metadata:\n${currentMetadata}\n\n` +
          `Settings file metadata:\n${fileMetadata}\n\n` +
          `Press OK if you would like to import settings anyway.`)) {
          return;
        }
      }
      overwriteSettings(newSettings.settings);
    }
    reader.readAsText(file, 'UTF-8');
  }
  input.click();
}

function resetSettings() {
  if (!confirm(
    `This will reset all checkbox states and other settings.\n\n` +
    `Press OK if you want to continue.`)) {
    return;
  }
  if (storage) {
    var keys = [];
    for (var i = 0; i < storage.length; i++) {
      var key = storage.key(i);
      if (key.startsWith(storagePrefix)) keys.push(key);
    }
    for (var key of keys) storage.removeItem(key);
  }
  location.reload();
}

function overwriteSettings(newSettings) {
  initDone = false;
  Object.assign(settings, newSettings);
  writeStorage("bomlayout", settings.bomlayout);
  writeStorage("bommode", settings.bommode);
  writeStorage("canvaslayout", settings.canvaslayout);
  writeStorage("bomCheckboxes", settings.checkboxes.join(","));
  document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
  for (var checkbox of settings.checkboxes) {
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
  }
  writeStorage("markWhenChecked", settings.markWhenChecked);
  padsVisible(settings.renderPads);
  document.getElementById("padsCheckbox").checked = settings.renderPads;
  fabricationVisible(settings.renderFabrication);
  document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
  silkscreenVisible(settings.renderSilkscreen);
  document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
  referencesVisible(settings.renderReferences);
  document.getElementById("referencesCheckbox").checked = settings.renderReferences;
  valuesVisible(settings.renderValues);
  document.getElementById("valuesCheckbox").checked = settings.renderValues;
  tracksVisible(settings.renderTracks);
  document.getElementById("tracksCheckbox").checked = settings.renderTracks;
  zonesVisible(settings.renderZones);
  document.getElementById("zonesCheckbox").checked = settings.renderZones;
  dnpOutline(settings.renderDnpOutline);
  document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
  setRedrawOnDrag(settings.redrawOnDrag);
  document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
  setDarkMode(settings.darkMode);
  document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
  setHighlightPin1(settings.highlightpin1);
  document.forms.highlightpin1.highlightpin1.value = settings.highlightpin1;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  setOffsetBackRotation(settings.offsetBackRotation);
  document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation;
  initDone = true;
  prepCheckboxes();
  changeBomLayout(settings.bomlayout);
}

function saveFile(filename, blob) {
  var link = document.createElement("a");
  var objurl = URL.createObjectURL(blob);
  link.download = filename;
  link.href = objurl;
  link.click();
}

function dataURLtoBlob(dataurl) {
  var arr = dataurl.split(','),
    mime = arr[0].match(/:(.*?);/)[1],
    bstr = atob(arr[1]),
    n = bstr.length,
    u8arr = new Uint8Array(n);
  while (n--) {
    u8arr[n] = bstr.charCodeAt(n);
  }
  return new Blob([u8arr], {
    type: mime
  });
}

var settings = {
  canvaslayout: "FB",
  bomlayout: "left-right",
  bommode: "grouped",
  checkboxes: [],
  checkboxStoredRefs: {},
  darkMode: false,
  highlightpin1: "none",
  redrawOnDrag: true,
  boardRotation: 0,
  offsetBackRotation: false,
  renderPads: true,
  renderReferences: true,
  renderValues: true,
  renderSilkscreen: true,
  renderFabrication: true,
  renderDnpOutline: false,
  renderTracks: true,
  renderZones: true,
  columnOrder: [],
  hiddenColumns: [],
  netColors: {},
}

function initDefaults() {
  settings.bomlayout = readStorage("bomlayout");
  if (settings.bomlayout === null) {
    settings.bomlayout = config.bom_view;
  }
  if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
    settings.bomlayout = config.bom_view;
  }
  settings.bommode = readStorage("bommode");
  if (settings.bommode === null) {
    settings.bommode = "grouped";
  }
  if (settings.bommode == "netlist" && !pcbdata.nets) {
    settings.bommode = "grouped";
  }
  if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
    settings.bommode = "grouped";
  }
  settings.canvaslayout = readStorage("canvaslayout");
  if (settings.canvaslayout === null) {
    settings.canvaslayout = config.layer_view;
  }
  var bomCheckboxes = readStorage("bomCheckboxes");
  if (bomCheckboxes === null) {
    bomCheckboxes = config.checkboxes;
  }
  settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
  document.getElementById("bomCheckboxes").value = bomCheckboxes;

  var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1;
  if (highlightpin1 === "false") highlightpin1 = "none";
  if (highlightpin1 === "true") highlightpin1 = "all";
  setHighlightPin1(highlightpin1);
  document.forms.highlightpin1.highlightpin1.value = highlightpin1;

  settings.markWhenChecked = readStorage("markWhenChecked") || "";
  populateMarkWhenCheckedOptions();

  function initBooleanSetting(storageString, def, elementId, func) {
    var b = readStorage(storageString);
    if (b === null) {
      b = def;
    } else {
      b = (b == "true");
    }
    document.getElementById(elementId).checked = b;
    func(b);
  }

  initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
  initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
  initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
  initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
  initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
  if ("tracks" in pcbdata) {
    initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
    initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
  } else {
    document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
    tracksVisible(false);
    zonesVisible(false);
  }
  initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
  initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
  initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);

  var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
  var hcols = JSON.parse(readStorage("hiddenColumns"));
  if (hcols === null) {
    hcols = [];
  }
  settings.hiddenColumns = hcols.filter(e => fields.includes(e));

  var cord = JSON.parse(readStorage("columnOrder"));
  if (cord === null) {
    cord = fields;
  } else {
    cord = cord.filter(e => fields.includes(e));
    if (cord.length != fields.length)
      cord = fields;
  }
  settings.columnOrder = cord;

  settings.boardRotation = readStorage("boardRotation");
  if (settings.boardRotation === null) {
    settings.boardRotation = config.board_rotation * 5;
  } else {
    settings.boardRotation = parseInt(settings.boardRotation);
  }
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);

  settings.netColors = JSON.parse(readStorage("netColors")) || {};
}

// Helper classes for user js callbacks.

const IBOM_EVENT_TYPES = {
  ALL: "all",
  HIGHLIGHT_EVENT: "highlightEvent",
  CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
  BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
}

const EventHandler = {
  callbacks: {},
  init: function () {
    for (eventType of Object.values(IBOM_EVENT_TYPES))
      this.callbacks[eventType] = [];
  },
  registerCallback: function (eventType, callback) {
    this.callbacks[eventType].push(callback);
  },
  emitEvent: function (eventType, eventArgs) {
    event = {
      eventType: eventType,
      args: eventArgs,
    }
    var callback;
    for (callback of this.callbacks[eventType])
      callback(event);
    for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
      callback(event);
  }
}
EventHandler.init();

///////////////////////////////////////////////

///////////////////////////////////////////////
/* PCB rendering code */

var emptyContext2d = document.createElement("canvas").getContext("2d");

function deg2rad(deg) {
  return deg * Math.PI / 180;
}

function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
  var point = [
    linepoint[0] * text.width + offsetx,
    linepoint[1] * text.height + offsety
  ];
  // This approximates pcbnew behavior with how text tilts depending on horizontal justification
  point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
  return point;
}

function drawText(ctx, text, color) {
  if ("ref" in text && !settings.renderReferences) return;
  if ("val" in text && !settings.renderValues) return;
  ctx.save();
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  ctx.lineCap = "round";
  ctx.lineJoin = "round";
  ctx.lineWidth = text.thickness;
  if ("svgpath" in text) {
    ctx.stroke(new Path2D(text.svgpath));
    ctx.restore();
    return;
  }
  if ("polygons" in text) {
    ctx.fill(getPolygonsPath(text));
    ctx.restore();
    return;
  }
  ctx.translate(...text.pos);
  ctx.translate(text.thickness * 0.5, 0);
  var angle = -text.angle;
  if (text.attr.includes("mirrored")) {
    ctx.scale(-1, 1);
    angle = -angle;
  }
  var tilt = 0;
  if (text.attr.includes("italic")) {
    tilt = 0.125;
  }
  var interline = text.height * 1.5 + text.thickness;
  var txt = text.text.split("\n");
  // KiCad ignores last empty line.
  if (txt[txt.length - 1] == '') txt.pop();
  ctx.rotate(deg2rad(angle));
  var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
  offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
  for (var i in txt) {
    var lineWidth = text.thickness + interline / 2 * tilt;
    for (var j = 0; j < txt[i].length; j++) {
      if (txt[i][j] == '\t') {
        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
        lineWidth += fourSpaces - lineWidth % fourSpaces;
      } else {
        if (txt[i][j] == '~') {
          j++;
          if (j == txt[i].length)
            break;
        }
        lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
      }
    }
    var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
    var inOverbar = false;
    for (var j = 0; j < txt[i].length; j++) {
      if (config.kicad_text_formatting) {
        if (txt[i][j] == '\t') {
          var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
          offsetx += fourSpaces - offsetx % fourSpaces;
          continue;
        } else if (txt[i][j] == '~') {
          j++;
          if (j == txt[i].length)
            break;
          if (txt[i][j] != '~') {
            inOverbar = !inOverbar;
          }
        }
      }
      var glyph = pcbdata.font_data[txt[i][j]];
      if (inOverbar) {
        var overbarStart = [offsetx, -text.height * 1.4 + offsety];
        var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];

        if (!lastHadOverbar) {
          overbarStart[0] += text.height * 1.4 * tilt;
          lastHadOverbar = true;
        }
        ctx.beginPath();
        ctx.moveTo(...overbarStart);
        ctx.lineTo(...overbarEnd);
        ctx.stroke();
      } else {
        lastHadOverbar = false;
      }
      for (var line of glyph.l) {
        ctx.beginPath();
        ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
        for (var k = 1; k < line.length; k++) {
          ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
        }
        ctx.stroke();
      }
      offsetx += glyph.w * text.width;
    }
    offsety += interline;
  }
  ctx.restore();
}

function drawedge(ctx, scalefactor, edge, color) {
  ctx.strokeStyle = color;
  ctx.fillStyle = color;
  ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
  ctx.lineCap = "round";
  ctx.lineJoin = "round";
  if ("svgpath" in edge) {
    ctx.stroke(new Path2D(edge.svgpath));
  } else {
    ctx.beginPath();
    if (edge.type == "segment") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(...edge.end);
    }
    if (edge.type == "rect") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(edge.start[0], edge.end[1]);
      ctx.lineTo(...edge.end);
      ctx.lineTo(edge.end[0], edge.start[1]);
      ctx.lineTo(...edge.start);
    }
    if (edge.type == "arc") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        deg2rad(edge.startangle),
        deg2rad(edge.endangle));
    }
    if (edge.type == "circle") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        0, 2 * Math.PI);
      ctx.closePath();
    }
    if (edge.type == "curve") {
      ctx.moveTo(...edge.start);
      ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
    }
    if("filled" in edge && edge.filled)
      ctx.fill();
    else
      ctx.stroke();
  }
}

function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
  // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
  var path = new Path2D();
  var width = size[0];
  var height = size[1];
  var x = width * -0.5;
  var y = height * -0.5;
  var chamfOffset = Math.min(width, height) * chamfratio;
  path.moveTo(x, 0);
  if (chamfpos & 4) {
    path.lineTo(x, y + height - chamfOffset);
    path.lineTo(x + chamfOffset, y + height);
    path.lineTo(0, y + height);
  } else {
    path.arcTo(x, y + height, x + width, y + height, radius);
  }
  if (chamfpos & 8) {
    path.lineTo(x + width - chamfOffset, y + height);
    path.lineTo(x + width, y + height - chamfOffset);
    path.lineTo(x + width, 0);
  } else {
    path.arcTo(x + width, y + height, x + width, y, radius);
  }
  if (chamfpos & 2) {
    path.lineTo(x + width, y + chamfOffset);
    path.lineTo(x + width - chamfOffset, y);
    path.lineTo(0, y);
  } else {
    path.arcTo(x + width, y, x, y, radius);
  }
  if (chamfpos & 1) {
    path.lineTo(x + chamfOffset, y);
    path.lineTo(x, y + chamfOffset);
    path.lineTo(x, 0);
  } else {
    path.arcTo(x, y, x, y + height, radius);
  }
  path.closePath();
  return path;
}

function getOblongPath(size) {
  return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
}

function getPolygonsPath(shape) {
  if (shape.path2d) {
    return shape.path2d;
  }
  if ("svgpath" in shape) {
    shape.path2d = new Path2D(shape.svgpath);
  } else {
    var path = new Path2D();
    for (var polygon of shape.polygons) {
      path.moveTo(...polygon[0]);
      for (var i = 1; i < polygon.length; i++) {
        path.lineTo(...polygon[i]);
      }
      path.closePath();
    }
    shape.path2d = path;
  }
  return shape.path2d;
}

function drawPolygonShape(ctx, scalefactor, shape, color) {
  ctx.save();
  if (!("svgpath" in shape)) {
    ctx.translate(...shape.pos);
    ctx.rotate(deg2rad(-shape.angle));
  }
  if("filled" in shape && !shape.filled) {
    ctx.strokeStyle = color;
    ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
    ctx.lineCap = "round";
    ctx.lineJoin = "round";
    ctx.stroke(getPolygonsPath(shape));
  } else {
    ctx.fillStyle = color;
    ctx.fill(getPolygonsPath(shape));
  }
  ctx.restore();
}

function drawDrawing(ctx, scalefactor, drawing, color) {
  if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
    drawedge(ctx, scalefactor, drawing, color);
  } else if (drawing.type == "polygon") {
    drawPolygonShape(ctx, scalefactor, drawing, color);
  } else {
    drawText(ctx, drawing, color);
  }
}

function getCirclePath(radius) {
  var path = new Path2D();
  path.arc(0, 0, radius, 0, 2 * Math.PI);
  path.closePath();
  return path;
}

function getCachedPadPath(pad) {
  if (!pad.path2d) {
    // if path2d is not set, build one and cache it on pad object
    if (pad.shape == "rect") {
      pad.path2d = new Path2D();
      pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
    } else if (pad.shape == "oval") {
      pad.path2d = getOblongPath(pad.size);
    } else if (pad.shape == "circle") {
      pad.path2d = getCirclePath(pad.size[0] / 2);
    } else if (pad.shape == "roundrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
    } else if (pad.shape == "chamfrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
    } else if (pad.shape == "custom") {
      pad.path2d = getPolygonsPath(pad);
    }
  }
  return pad.path2d;
}

function drawPad(ctx, pad, color, outline) {
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(-deg2rad(pad.angle));
  if (pad.offset) {
    ctx.translate(...pad.offset);
  }
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  var path = getCachedPadPath(pad);
  if (outline) {
    ctx.stroke(path);
  } else {
    ctx.fill(path);
  }
  ctx.restore();
}

function drawPadHole(ctx, pad, padHoleColor) {
  if (pad.type != "th") return;
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(-deg2rad(pad.angle));
  ctx.fillStyle = padHoleColor;
  if (pad.drillshape == "oblong") {
    ctx.fill(getOblongPath(pad.drillsize));
  } else {
    ctx.fill(getCirclePath(pad.drillsize[0] / 2));
  }
  ctx.restore();
}

function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
  if (highlight) {
    // draw bounding box
    if (footprint.layer == layer) {
      ctx.save();
      ctx.globalAlpha = 0.2;
      ctx.translate(...footprint.bbox.pos);
      ctx.rotate(deg2rad(-footprint.bbox.angle));
      ctx.translate(...footprint.bbox.relpos);
      ctx.fillStyle = colors.pad;
      ctx.fillRect(0, 0, ...footprint.bbox.size);
      ctx.globalAlpha = 1;
      ctx.strokeStyle = colors.pad;
      ctx.lineWidth = 3 / scalefactor;
      ctx.strokeRect(0, 0, ...footprint.bbox.size);
      ctx.restore();
    }
  }
  // draw drawings
  for (var drawing of footprint.drawings) {
    if (drawing.layer == layer) {
      drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
    }
  }
  ctx.lineWidth = 3 / scalefactor;
  // draw pads
  if (settings.renderPads) {
    for (var pad of footprint.pads) {
      if (pad.layers.includes(layer)) {
        drawPad(ctx, pad, colors.pad, outline);
        if (pad.pin1 &&
          (settings.highlightpin1 == "all" ||
            settings.highlightpin1 == "selected" && highlight)) {
          drawPad(ctx, pad, colors.outline, true);
        }
      }
    }
    for (var pad of footprint.pads) {
      drawPadHole(ctx, pad, colors.padHole);
    }
  }
}

function drawEdgeCuts(canvas, scalefactor) {
  var ctx = canvas.getContext("2d");
  var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
  for (var edge of pcbdata.edges) {
    drawDrawing(ctx, scalefactor, edge, edgecolor);
  }
}

function drawFootprints(canvas, layer, scalefactor, highlight) {
  var ctx = canvas.getContext("2d");
  ctx.lineWidth = 3 / scalefactor;
  var style = getComputedStyle(topmostdiv);

  var colors = {
    pad: style.getPropertyValue('--pad-color'),
    padHole: style.getPropertyValue('--pad-hole-color'),
    outline: style.getPropertyValue('--pin1-outline-color'),
  }

  for (var i = 0; i < pcbdata.footprints.length; i++) {
    var mod = pcbdata.footprints[i];
    var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
    var h = highlightedFootprints.includes(i);
    var d = markedFootprints.has(i);
    if (highlight) {
      if(h && d) {
        colors.pad = style.getPropertyValue('--pad-color-highlight-both');
        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
      } else if (h) {
        colors.pad = style.getPropertyValue('--pad-color-highlight');
        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
      } else if (d) {
        colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
      }
    }
    if( h || d || !highlight) {
      drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
    }
  }
}

function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
  var ctx = canvas.getContext("2d");
  for (var d of pcbdata.drawings[layername][layer]) {
    if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
      drawedge(ctx, scalefactor, d, edgeColor);
    } else if (d.type == "polygon") {
      drawPolygonShape(ctx, scalefactor, d, polygonColor);
    } else {
      drawText(ctx, d, textColor);
    }
  }
}

function drawTracks(canvas, layer, defaultColor, highlight) {
  ctx = canvas.getContext("2d");
  ctx.lineCap = "round";

  var hasHole = (track) => (
    'drillsize' in track &&
    track.start[0] == track.end[0] &&
    track.start[1] == track.end[1]);

  // First draw tracks and tented vias
  for (var track of pcbdata.tracks[layer]) {
    if (highlight && highlightedNet != track.net) continue;
    if (!hasHole(track)) {
      ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
      ctx.lineWidth = track.width;
      ctx.beginPath();
      if ('radius' in track) {
        ctx.arc(
          ...track.center,
          track.radius,
          deg2rad(track.startangle),
          deg2rad(track.endangle));
      } else {
        ctx.moveTo(...track.start);
        ctx.lineTo(...track.end);
      }
      ctx.stroke();
    }
  }
  // Second pass to draw untented vias
  var style = getComputedStyle(topmostdiv);
  var holeColor = style.getPropertyValue('--pad-hole-color')

  for (var track of pcbdata.tracks[layer]) {
    if (highlight && highlightedNet != track.net) continue;
    if (hasHole(track)) {
      ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
      ctx.lineWidth = track.width;
      ctx.beginPath();
      ctx.moveTo(...track.start);
      ctx.lineTo(...track.end);
      ctx.stroke();
      ctx.strokeStyle = holeColor;
      ctx.lineWidth = track.drillsize;
      ctx.lineTo(...track.end);
      ctx.stroke();
    }
  }
}

function drawZones(canvas, layer, defaultColor, highlight) {
  ctx = canvas.getContext("2d");
  ctx.lineJoin = "round";
  for (var zone of pcbdata.zones[layer]) {
    if (highlight && highlightedNet != zone.net) continue;
    ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
    ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
    if (!zone.path2d) {
      zone.path2d = getPolygonsPath(zone);
    }
    ctx.fill(zone.path2d, zone.fillrule || "nonzero");
    if (zone.width > 0) {
      ctx.lineWidth = zone.width;
      ctx.stroke(zone.path2d);
    }
  }
}

function clearCanvas(canvas, color = null) {
  var ctx = canvas.getContext("2d");
  ctx.save();
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  if (color) {
    ctx.fillStyle = color;
    ctx.fillRect(0, 0, canvas.width, canvas.height);
  } else {
    if (!window.matchMedia("print").matches)
      ctx.clearRect(0, 0, canvas.width, canvas.height);
  }
  ctx.restore();
}

function drawNets(canvas, layer, highlight) {
  var style = getComputedStyle(topmostdiv);
  if (settings.renderZones) {
    var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
    drawZones(canvas, layer, zoneColor, highlight);
  }
  if (settings.renderTracks) {
    var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
    drawTracks(canvas, layer, trackColor, highlight);
  }
  if (highlight && settings.renderPads) {
    var padColor = style.getPropertyValue('--pad-color-highlight');
    var padHoleColor = style.getPropertyValue('--pad-hole-color');
    var ctx = canvas.getContext("2d");
    for (var footprint of pcbdata.footprints) {
      // draw pads
      var padDrawn = false;
      for (var pad of footprint.pads) {
        if (highlightedNet != pad.net) continue;
        if (pad.layers.includes(layer)) {
          drawPad(ctx, pad, padColor, false);
          padDrawn = true;
        }
      }
      if (padDrawn) {
        // redraw all pad holes because some pads may overlap
        for (var pad of footprint.pads) {
          drawPadHole(ctx, pad, padHoleColor);
        }
      }
    }
  }
}

function drawHighlightsOnLayer(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.highlight);
  }
  if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
    drawFootprints(canvasdict.highlight, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom, true);
  }
  if (highlightedNet !== null) {
    drawNets(canvasdict.highlight, canvasdict.layer, true);
  }
}

function drawHighlights() {
  drawHighlightsOnLayer(allcanvas.front);
  drawHighlightsOnLayer(allcanvas.back);
}

function drawBackground(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.bg);
    clearCanvas(canvasdict.fab);
    clearCanvas(canvasdict.silk);
  }

  drawNets(canvasdict.bg, canvasdict.layer, false);
  drawFootprints(canvasdict.bg, canvasdict.layer,
    canvasdict.transform.s * canvasdict.transform.zoom, false);

  drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);

  var style = getComputedStyle(topmostdiv);
  var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
  var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
  var textColor = style.getPropertyValue('--silkscreen-text-color');
  if (settings.renderSilkscreen) {
    drawBgLayer(
      "silkscreen", canvasdict.silk, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
  edgeColor = style.getPropertyValue('--fabrication-edge-color');
  polygonColor = style.getPropertyValue('--fabrication-polygon-color');
  textColor = style.getPropertyValue('--fabrication-text-color');
  if (settings.renderFabrication) {
    drawBgLayer(
      "fabrication", canvasdict.fab, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
}

function prepareCanvas(canvas, flip, transform) {
  var ctx = canvas.getContext("2d");
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  ctx.scale(transform.zoom, transform.zoom);
  ctx.translate(transform.panx, transform.pany);
  if (flip) {
    ctx.scale(-1, 1);
  }
  ctx.translate(transform.x, transform.y);
  ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
  ctx.scale(transform.s, transform.s);
}

function prepareLayer(canvasdict) {
  var flip = (canvasdict.layer === "B");
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    prepareCanvas(canvasdict[c], flip, canvasdict.transform);
  }
}

function rotateVector(v, angle) {
  angle = deg2rad(angle);
  return [
    v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
    v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
  ];
}

function applyRotation(bbox, flip) {
  var corners = [
    [bbox.minx, bbox.miny],
    [bbox.minx, bbox.maxy],
    [bbox.maxx, bbox.miny],
    [bbox.maxx, bbox.maxy],
  ];
  corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
  return {
    minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
    miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
    maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
    maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
  }
}

function recalcLayerScale(layerdict, width, height) {
  var flip = (layerdict.layer === "B");
  var bbox = applyRotation(pcbdata.edges_bbox, flip);
  var scalefactor = 0.98 * Math.min(
    width / (bbox.maxx - bbox.minx),
    height / (bbox.maxy - bbox.miny)
  );
  if (scalefactor < 0.1) {
    scalefactor = 1;
  }
  layerdict.transform.s = scalefactor;
  if (flip) {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
  } else {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
  }
  layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    canvas = layerdict[c];
    canvas.width = width;
    canvas.height = height;
    canvas.style.width = (width / devicePixelRatio) + "px";
    canvas.style.height = (height / devicePixelRatio) + "px";
  }
}

function redrawCanvas(layerdict) {
  prepareLayer(layerdict);
  drawBackground(layerdict);
  drawHighlightsOnLayer(layerdict);
}

function resizeCanvas(layerdict) {
  var canvasdivid = {
    "F": "frontcanvas",
    "B": "backcanvas"
  } [layerdict.layer];
  var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
  var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
  recalcLayerScale(layerdict, width, height);
  redrawCanvas(layerdict);
}

function resizeAll() {
  resizeCanvas(allcanvas.front);
  resizeCanvas(allcanvas.back);
}

function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
  var A = x - x1;
  var B = y - y1;
  var C = x2 - x1;
  var D = y2 - y1;

  var dot = A * C + B * D;
  var len_sq = C * C + D * D;
  var dx, dy;
  if (len_sq == 0) {
    // start and end of the segment coincide
    dx = x - x1;
    dy = y - y1;
  } else {
    var param = dot / len_sq;
    var xx, yy;
    if (param < 0) {
      xx = x1;
      yy = y1;
    } else if (param > 1) {
      xx = x2;
      yy = y2;
    } else {
      xx = x1 + param * C;
      yy = y1 + param * D;
    }
    dx = x - xx;
    dy = y - yy;
  }
  return dx * dx + dy * dy <= d * d;
}

function modulo(n, mod) {
  return ((n % mod) + mod) % mod;
}

function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
  var dx = x - xc;
  var dy = y - yc;
  var r_sq = dx * dx + dy * dy;
  var rmin = Math.max(0, radius - d);
  var rmax = radius + d;

  if (r_sq < rmin * rmin || r_sq > rmax * rmax)
    return false;

  var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
  var dx1 = xc + radius * Math.cos(angle1) - x;
  var dy1 = yc + radius * Math.sin(angle1) - y;
  if (dx1 * dx1 + dy1 * dy1 <= d * d)
    return true;

  var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
  var dx2 = xc + radius * Math.cos(angle2) - x;
  var dy2 = yc + radius * Math.sin(angle2) - y;
  if (dx2 * dx2 + dy2 * dy2 <= d * d)
    return true;

  var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
  if (angle1 > angle2)
    return (angle >= angle2 || angle <= angle1);
  else
    return (angle >= angle1 && angle <= angle2);
}

function pointWithinPad(x, y, pad) {
  var v = [x - pad.pos[0], y - pad.pos[1]];
  v = rotateVector(v, pad.angle);
  if (pad.offset) {
    v[0] -= pad.offset[0];
    v[1] -= pad.offset[1];
  }
  return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
}

function netHitScan(layer, x, y) {
  // Check track segments
  if (settings.renderTracks && pcbdata.tracks) {
    for (var track of pcbdata.tracks[layer]) {
      if ('radius' in track) {
        if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
          return track.net;
        }
      } else {
        if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
          return track.net;
        }
      }
    }
  }
  // Check pads
  if (settings.renderPads) {
    for (var footprint of pcbdata.footprints) {
      for (var pad of footprint.pads) {
        if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
          return pad.net;
        }
      }
    }
  }
  return null;
}

function pointWithinFootprintBbox(x, y, bbox) {
  var v = [x - bbox.pos[0], y - bbox.pos[1]];
  v = rotateVector(v, bbox.angle);
  return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
    bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
}

function bboxHitScan(layer, x, y) {
  var result = [];
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    var footprint = pcbdata.footprints[i];
    if (footprint.layer == layer) {
      if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
        result.push(i);
      }
    }
  }
  return result;
}

function handlePointerDown(e, layerdict) {
  if (e.button != 0 && e.button != 1) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();

  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  layerdict.pointerStates[e.pointerId] = {
    distanceTravelled: 0,
    lastX: e.offsetX,
    lastY: e.offsetY,
    downTime: Date.now(),
  };
}

function handleMouseClick(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  var x = e.offsetX;
  var y = e.offsetY;
  var t = layerdict.transform;
  var flip = layerdict.layer === "B";
  if (flip) {
    x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
  } else {
    x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
  }
  y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
  var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0));
  if ("nets" in pcbdata) {
    var net = netHitScan(layerdict.layer, ...v);
    if (net !== highlightedNet) {
      netClicked(net);
    }
  }
  if (highlightedNet === null) {
    var footprints = bboxHitScan(layerdict.layer, ...v);
    if (footprints.length > 0) {
      footprintsClicked(footprints);
    }
  }
}

function handlePointerLeave(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();

  if (!settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }

  delete layerdict.pointerStates[e.pointerId];
}

function resetTransform(layerdict) {
  layerdict.transform.panx = 0;
  layerdict.transform.pany = 0;
  layerdict.transform.zoom = 1;
  redrawCanvas(layerdict);
}

function handlePointerUp(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  e.preventDefault();
  e.stopPropagation();

  if (e.button == 2) {
    // Reset pan and zoom on right click.
    resetTransform(layerdict);
    layerdict.anotherPointerTapped = false;
    return;
  }

  // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
  var ptr = layerdict.pointerStates[e.pointerId];
  ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);

  if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
    if (Object.keys(layerdict.pointerStates).length == 1) {
      if (layerdict.anotherPointerTapped) {
        // This is the second pointer coming off of a two-finger tap
        resetTransform(layerdict);
      } else {
        // This is just a regular tap
        handleMouseClick(e, layerdict);
      }
      layerdict.anotherPointerTapped = false;
    } else {
      // This is the first finger coming off of what could become a two-finger tap
      layerdict.anotherPointerTapped = true;
    }
  } else {
    if (!settings.redrawOnDrag) {
      redrawCanvas(layerdict);
    }
    layerdict.anotherPointerTapped = false;
  }

  delete layerdict.pointerStates[e.pointerId];
}

function handlePointerMove(e, layerdict) {
  if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();

  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  var thisPtr = layerdict.pointerStates[e.pointerId];

  var dx = e.offsetX - thisPtr.lastX;
  var dy = e.offsetY - thisPtr.lastY;

  // If this number is low on pointer up, we count the action as a click
  thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);

  if (Object.keys(layerdict.pointerStates).length == 1) {
    // This is a simple drag
    layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
    layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
  } else if (Object.keys(layerdict.pointerStates).length == 2) {
    var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];

    var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
    var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));

    var scaleFactor = newDist / oldDist;

    if (scaleFactor != NaN) {
      layerdict.transform.zoom *= scaleFactor;

      var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
      layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
      layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
    }
  }

  thisPtr.lastX = e.offsetX;
  thisPtr.lastY = e.offsetY;

  if (settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }
}

function handleMouseWheel(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();
  var t = layerdict.transform;
  var wheeldelta = e.deltaY;
  if (e.deltaMode == 1) {
    // FF only, scroll by lines
    wheeldelta *= 30;
  } else if (e.deltaMode == 2) {
    wheeldelta *= 300;
  }
  var m = Math.pow(1.1, -wheeldelta / 40);
  // Limit amount of zoom per tick.
  if (m > 2) {
    m = 2;
  } else if (m < 0.5) {
    m = 0.5;
  }
  t.zoom *= m;
  var zoomd = (1 - m) / t.zoom;
  t.panx += devicePixelRatio * e.offsetX * zoomd;
  t.pany += devicePixelRatio * e.offsetY * zoomd;
  redrawCanvas(layerdict);
}

function addMouseHandlers(div, layerdict) {
  div.addEventListener("pointerdown", function(e) {
    handlePointerDown(e, layerdict);
  });
  div.addEventListener("pointermove", function(e) {
    handlePointerMove(e, layerdict);
  });
  div.addEventListener("pointerup", function(e) {
    handlePointerUp(e, layerdict);
  });
  var pointerleave = function(e) {
    handlePointerLeave(e, layerdict);
  }
  div.addEventListener("pointercancel", pointerleave);
  div.addEventListener("pointerleave", pointerleave);
  div.addEventListener("pointerout", pointerleave);

  div.onwheel = function(e) {
    handleMouseWheel(e, layerdict);
  }
  for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
    element.addEventListener("contextmenu", function(e) {
      e.preventDefault();
    }, false);
  }
}

function setRedrawOnDrag(value) {
  settings.redrawOnDrag = value;
  writeStorage("redrawOnDrag", value);
}

function setBoardRotation(value) {
  settings.boardRotation = value * 5;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  resizeAll();
}

function setOffsetBackRotation(value) {
  settings.offsetBackRotation = value;
  writeStorage("offsetBackRotation", value);
  resizeAll();
}

function initRender() {
  allcanvas = {
    front: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("F_bg"),
      fab: document.getElementById("F_fab"),
      silk: document.getElementById("F_slk"),
      highlight: document.getElementById("F_hl"),
      layer: "F",
    },
    back: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("B_bg"),
      fab: document.getElementById("B_fab"),
      silk: document.getElementById("B_slk"),
      highlight: document.getElementById("B_hl"),
      layer: "B",
    }
  };
  addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
  addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
}

///////////////////////////////////////////////

///////////////////////////////////////////////
/*
 * Table reordering via Drag'n'Drop
 * Inspired by: https://htmldom.dev/drag-and-drop-table-column
 */

function setBomHandlers() {

  const bom = document.getElementById('bomtable');

  let dragName;
  let placeHolderElements;
  let draggingElement;
  let forcePopulation;
  let xOffset;
  let yOffset;
  let wasDragged;

  const mouseUpHandler = function(e) {
    // Delete dragging element
    draggingElement.remove();

    // Make BOM selectable again
    bom.style.removeProperty("userSelect");

    // Remove listeners
    document.removeEventListener('mousemove', mouseMoveHandler);
    document.removeEventListener('mouseup', mouseUpHandler);

    if (wasDragged) {
      // Redraw whole BOM
      populateBomTable();
    }
  }

  const mouseMoveHandler = function(e) {
    // Notice the dragging
    wasDragged = true;

    // Make the dragged element visible
    draggingElement.style.removeProperty("display");

    // Set elements position to mouse position
    draggingElement.style.left = `${e.screenX - xOffset}px`;
    draggingElement.style.top = `${e.screenY - yOffset}px`;

    // Forced redrawing of BOM table
    if (forcePopulation) {
      forcePopulation = false;
      // Copy array
      phe = Array.from(placeHolderElements);
      // populate BOM table again
      populateBomHeader(dragName, phe);
      populateBomBody(dragName, phe);
    }

    // Set up array of hidden columns
    var hiddenColumns = Array.from(settings.hiddenColumns);
    // In the ungrouped mode, quantity don't exist
    if (settings.bommode === "ungrouped")
      hiddenColumns.push("Quantity");
    // If no checkbox fields can be found, we consider them hidden
    if (settings.checkboxes.length == 0)
      hiddenColumns.push("checkboxes");

    // Get table headers and group them into checkboxes, extrafields and normal headers
    const bh = document.getElementById("bomhead");
    headers = Array.from(bh.querySelectorAll("th"))
    headers.shift() // numCol is not part of the columnOrder
    headerGroups = []
    lastCompoundClass = null;
    for (i = 0; i < settings.columnOrder.length; i++) {
      cElem = settings.columnOrder[i];
      if (hiddenColumns.includes(cElem)) {
        // Hidden columns appear as a dummy element
        headerGroups.push([]);
        continue;
      }
      elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
      if (elem.classList.contains("bom-checkbox")) {
        if (lastCompoundClass === "bom-checkbox") {
          cbGroup = headerGroups.pop();
          cbGroup.push(elem);
          headerGroups.push(cbGroup);
        } else {
          lastCompoundClass = "bom-checkbox";
          headerGroups.push([elem])
        }
      } else {
        headerGroups.push([elem])
      }
    }

    // Copy settings.columnOrder
    var columns = Array.from(settings.columnOrder)

    // Set up array with indices of hidden columns
    var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
    var dragIndex = columns.indexOf(dragName);
    var swapIndex = dragIndex;
    var swapDone = false;

    // Check if the current dragged element is swapable with the left or right element
    if (dragIndex > 0) {
      // Get left headers boundingbox
      swapIndex = dragIndex - 1;
      while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
        swapIndex--;
      if (!hiddenIndices.includes(swapIndex)) {
        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
        if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
          swapElement = columns[dragIndex];
          columns.splice(dragIndex, 1);
          columns.splice(swapIndex, 0, swapElement);
          forcePopulation = true;
          swapDone = true;
        }
      }
    }
    if ((!swapDone) && dragIndex < headerGroups.length - 1) {
      // Get right headers boundingbox
      swapIndex = dragIndex + 1;
      while (hiddenIndices.includes(swapIndex))
        swapIndex++;
      if (swapIndex < headerGroups.length) {
        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
        if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
          swapElement = columns[dragIndex];
          columns.splice(dragIndex, 1);
          columns.splice(swapIndex, 0, swapElement);
          forcePopulation = true;
          swapDone = true;
        }
      }
    }

    // Write back change to storage
    if (swapDone) {
      settings.columnOrder = columns
      writeStorage("columnOrder", JSON.stringify(columns));
    }

  }

  const mouseDownHandler = function(e) {
    var target = e.target;
    if (target.tagName.toLowerCase() != "td")
      target = target.parentElement;

    // Used to check if a dragging has ever happened
    wasDragged = false;

    // Create new element which will be displayed as the dragged column
    draggingElement = document.createElement("div")
    draggingElement.classList.add("dragging");
    draggingElement.style.display = "none";
    draggingElement.style.position = "absolute";
    draggingElement.style.overflow = "hidden";

    // Get bomhead and bombody elements
    const bh = document.getElementById("bomhead");
    const bb = document.getElementById("bombody");

    // Get all compound headers for the current column
    var compoundHeaders;
    if (target.classList.contains("bom-checkbox")) {
      compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
    } else {
      compoundHeaders = [target];
    }

    // Create new table which will display the column
    var newTable = document.createElement("table");
    newTable.classList.add("bom");
    newTable.style.background = "white";
    draggingElement.append(newTable);

    // Create new header element
    var newHeader = document.createElement("thead");
    newTable.append(newHeader);

    // Set up array for storing all placeholder elements
    placeHolderElements = [];

    // Add all compound headers to the new thead element and placeholders
    compoundHeaders.forEach(function(h) {
      clone = cloneElementWithDimensions(h);
      newHeader.append(clone);
      placeHolderElements.push(clone);
    });

    // Create new body element
    var newBody = document.createElement("tbody");
    newTable.append(newBody);

    // Get indices for compound headers
    var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));

    // For each row in the BOM body...
    var rows = bb.querySelectorAll("tr");
    rows.forEach(function(row) {
      // ..get the cells for the compound column
      const tds = row.querySelectorAll("td");
      var copytds = idxs.map(i => tds[i]);
      // Add them to the new element and the placeholders
      var newRow = document.createElement("tr");
      copytds.forEach(function(td) {
        clone = cloneElementWithDimensions(td);
        newRow.append(clone);
        placeHolderElements.push(clone);
      });
      newBody.append(newRow);
    });

    // Compute width for compound header
    var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
    draggingElement.style.width = `${width}px`;

    // Insert the new dragging element and disable selection on BOM
    bom.insertBefore(draggingElement, null);
    bom.style.userSelect = "none";

    // Determine the mouse position offset
    xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
    yOffset = e.screenY - compoundHeaders[0].offsetTop;

    // Get name for the column in settings.columnOrder
    dragName = getColumnOrderName(target);

    // Change text and class for placeholder elements
    placeHolderElements = placeHolderElements.map(function(e) {
      newElem = cloneElementWithDimensions(e);
      newElem.textContent = "";
      newElem.classList.add("placeholder");
      return newElem;
    });

    // On next mouse move, the whole BOM needs to be redrawn to show the placeholders
    forcePopulation = true;

    // Add listeners for move and up on mouse
    document.addEventListener('mousemove', mouseMoveHandler);
    document.addEventListener('mouseup', mouseUpHandler);
  }

  // In netlist mode, there is nothing to reorder
  if (settings.bommode === "netlist")
    return;

  // Add mouseDownHandler to every column except the numCol
  bom.querySelectorAll("th")
    .forEach(function(head) {
      if (!head.classList.contains("numCol")) {
        head.onmousedown = mouseDownHandler;
      }
    });

}

function getBoundingClientRectFromMultiple(elements) {
  var elems = Array.from(elements);

  if (elems.length == 0)
    return null;

  var box = elems.shift()
    .getBoundingClientRect();

  elems.forEach(function(elem) {
    var elembox = elem.getBoundingClientRect();
    box.left = Math.min(elembox.left, box.left);
    box.top = Math.min(elembox.top, box.top);
    box.width += elembox.width;
    box.height = Math.max(elembox.height, box.height);
  });

  return box;
}

function cloneElementWithDimensions(elem) {
  var newElem = elem.cloneNode(true);
  newElem.style.height = window.getComputedStyle(elem).height;
  newElem.style.width = window.getComputedStyle(elem).width;
  return newElem;
}

function getBomTableHeaderIndex(elem) {
  const bh = document.getElementById('bomhead');
  const ths = Array.from(bh.querySelectorAll("th"));
  return ths.indexOf(elem);
}

function getColumnOrderName(elem) {
  var cname = elem.getAttribute("col_name");
  if (cname === "bom-checkbox")
    return "checkboxes";
  else
    return cname;
}

function resizableGrid(tablehead) {
  var cols = tablehead.firstElementChild.children;
  var rowWidth = tablehead.offsetWidth;

  for (var i = 1; i < cols.length; i++) {
    if (cols[i].classList.contains("bom-checkbox"))
      continue;
    cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
  }

  for (var i = 1; i < cols.length - 1; i++) {
    var div = document.createElement('div');
    div.className = "column-width-handle";
    cols[i].appendChild(div);
    setListeners(div);
  }

  function setListeners(div) {
    var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;

    div.addEventListener('mousedown', function(e) {
      e.preventDefault();
      e.stopPropagation();

      curCol = e.target.parentElement;
      nxtCol = curCol.nextElementSibling;
      startX = e.pageX;

      var padding = paddingDiff(curCol);

      rowWidth = curCol.parentElement.offsetWidth;
      curColWidth = curCol.clientWidth - padding;
      nxtColWidth = nxtCol.clientWidth - padding;
    });

    document.addEventListener('mousemove', function(e) {
      if (startX) {
        var diffX = e.pageX - startX;
        diffX = -Math.min(-diffX, curColWidth - 20);
        diffX = Math.min(diffX, nxtColWidth - 20);

        curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
        nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
        console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
      }
    });

    document.addEventListener('mouseup', function(e) {
      curCol = undefined;
      nxtCol = undefined;
      startX = undefined;
      nxtColWidth = undefined;
      curColWidth = undefined
    });
  }

  function paddingDiff(col) {

    if (getStyleVal(col, 'box-sizing') == 'border-box') {
      return 0;
    }

    var padLeft = getStyleVal(col, 'padding-left');
    var padRight = getStyleVal(col, 'padding-right');
    return (parseInt(padLeft) + parseInt(padRight));

  }

  function getStyleVal(elm, css) {
    return (window.getComputedStyle(elm, null).getPropertyValue(css))
  }
}

///////////////////////////////////////////////

///////////////////////////////////////////////
/* DOM manipulation and misc code */

var bomsplit;
var canvassplit;
var initDone = false;
var bomSortFunction = null;
var currentSortColumn = null;
var currentSortOrder = null;
var currentHighlightedRowId;
var highlightHandlers = [];
var footprintIndexToHandler = {};
var netsToHandler = {};
var markedFootprints = new Set();
var highlightedFootprints = [];
var highlightedNet = null;
var lastClicked;

function dbg(html) {
  dbgdiv.innerHTML = html;
}

function redrawIfInitDone() {
  if (initDone) {
    redrawCanvas(allcanvas.front);
    redrawCanvas(allcanvas.back);
  }
}

function padsVisible(value) {
  writeStorage("padsVisible", value);
  settings.renderPads = value;
  redrawIfInitDone();
}

function referencesVisible(value) {
  writeStorage("referencesVisible", value);
  settings.renderReferences = value;
  redrawIfInitDone();
}

function valuesVisible(value) {
  writeStorage("valuesVisible", value);
  settings.renderValues = value;
  redrawIfInitDone();
}

function tracksVisible(value) {
  writeStorage("tracksVisible", value);
  settings.renderTracks = value;
  redrawIfInitDone();
}

function zonesVisible(value) {
  writeStorage("zonesVisible", value);
  settings.renderZones = value;
  redrawIfInitDone();
}

function dnpOutline(value) {
  writeStorage("dnpOutline", value);
  settings.renderDnpOutline = value;
  redrawIfInitDone();
}

function setDarkMode(value) {
  if (value) {
    topmostdiv.classList.add("dark");
  } else {
    topmostdiv.classList.remove("dark");
  }
  writeStorage("darkmode", value);
  settings.darkMode = value;
  redrawIfInitDone();
  if (initDone) {
    populateBomTable();
  }
}

function setShowBOMColumn(field, value) {
  if (field === "references") {
    var rl = document.getElementById("reflookup");
    rl.disabled = !value;
    if (!value) {
      rl.value = "";
      updateRefLookup("");
    }
  }

  var n = settings.hiddenColumns.indexOf(field);
  if (value) {
    if (n != -1) {
      settings.hiddenColumns.splice(n, 1);
    }
  } else {
    if (n == -1) {
      settings.hiddenColumns.push(field);
    }
  }

  writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));

  if (initDone) {
    populateBomTable();
  }

  redrawIfInitDone();
}


function setFullscreen(value) {
  if (value) {
    document.documentElement.requestFullscreen();
  } else {
    document.exitFullscreen();
  }
}

function fabricationVisible(value) {
  writeStorage("fabricationVisible", value);
  settings.renderFabrication = value;
  redrawIfInitDone();
}

function silkscreenVisible(value) {
  writeStorage("silkscreenVisible", value);
  settings.renderSilkscreen = value;
  redrawIfInitDone();
}

function setHighlightPin1(value) {
  writeStorage("highlightpin1", value);
  settings.highlightpin1 = value;
  redrawIfInitDone();
}

function getStoredCheckboxRefs(checkbox) {
  function convert(ref) {
    var intref = parseInt(ref);
    if (isNaN(intref)) {
      for (var i = 0; i < pcbdata.footprints.length; i++) {
        if (pcbdata.footprints[i].ref == ref) {
          return i;
        }
      }
      return -1;
    } else {
      return intref;
    }
  }
  if (!(checkbox in settings.checkboxStoredRefs)) {
    var val = readStorage("checkbox_" + checkbox);
    settings.checkboxStoredRefs[checkbox] = val ? val : "";
  }
  if (!settings.checkboxStoredRefs[checkbox]) {
    return new Set();
  } else {
    return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
  }
}

function getCheckboxState(checkbox, references) {
  var storedRefsSet = getStoredCheckboxRefs(checkbox);
  var currentRefsSet = new Set(references.map(r => r[1]));
  // Get difference of current - stored
  var difference = new Set(currentRefsSet);
  for (ref of storedRefsSet) {
    difference.delete(ref);
  }
  if (difference.size == 0) {
    // All the current refs are stored
    return "checked";
  } else if (difference.size == currentRefsSet.size) {
    // None of the current refs are stored
    return "unchecked";
  } else {
    // Some of the refs are stored
    return "indeterminate";
  }
}

function setBomCheckboxState(checkbox, element, references) {
  var state = getCheckboxState(checkbox, references);
  element.checked = (state == "checked");
  element.indeterminate = (state == "indeterminate");
}

function createCheckboxChangeHandler(checkbox, references, row) {
  return function () {
    refsSet = getStoredCheckboxRefs(checkbox);
    var markWhenChecked = settings.markWhenChecked == checkbox;
    eventArgs = {
      checkbox: checkbox,
      refs: references,
    }
    if (this.checked) {
      // checkbox ticked
      for (var ref of references) {
        refsSet.add(ref[1]);
      }
      if (markWhenChecked) {
        row.classList.add("checked");
        for (var ref of references) {
          markedFootprints.add(ref[1]);
        }
        drawHighlights();
      }
      eventArgs.state = 'checked';
    } else {
      // checkbox unticked
      for (var ref of references) {
        refsSet.delete(ref[1]);
      }
      if (markWhenChecked) {
        row.classList.remove("checked");
        for (var ref of references) {
          markedFootprints.delete(ref[1]);
        }
        drawHighlights();
      }
      eventArgs.state = 'unchecked';
    }
    settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
    updateCheckboxStats(checkbox);
    EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
  }
}

function clearHighlightedFootprints() {
  if (currentHighlightedRowId) {
    document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    currentHighlightedRowId = null;
    highlightedFootprints = [];
    highlightedNet = null;
  }
}

function createRowHighlightHandler(rowid, refs, net) {
  return function () {
    if (currentHighlightedRowId) {
      if (currentHighlightedRowId == rowid) {
        return;
      }
      document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    }
    document.getElementById(rowid).classList.add("highlighted");
    currentHighlightedRowId = rowid;
    highlightedFootprints = refs ? refs.map(r => r[1]) : [];
    highlightedNet = net;
    drawHighlights();
    EventHandler.emitEvent(
      IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
      rowid: rowid,
      refs: refs,
      net: net
    });
  }
}

function updateNetColors() {
  writeStorage("netColors", JSON.stringify(settings.netColors));
  redrawIfInitDone();
}

function netColorChangeHandler(net) {
  return (event) => {
    settings.netColors[net] = event.target.value;
    updateNetColors();
  }
}

function netColorRightClick(net) {
  return (event) => {
    if (event.button == 2) {
      event.preventDefault();
      event.stopPropagation();

      var style = getComputedStyle(topmostdiv);
      var defaultNetColor = style.getPropertyValue('--track-color').trim();
      event.target.value = defaultNetColor;
      delete settings.netColors[net];
      updateNetColors();
    }
  }
}

function entryMatches(entry) {
  if (settings.bommode == "netlist") {
    // entry is just a net name
    return entry.toLowerCase().indexOf(filter) >= 0;
  }
  // check refs
  if (!settings.hiddenColumns.includes("references")) {
    for (var ref of entry) {
      if (ref[0].toLowerCase().indexOf(filter) >= 0) {
        return true;
      }
    }
  }
  // check fields
  for (var i in config.fields) {
    var f = config.fields[i];
    if (!settings.hiddenColumns.includes(f)) {
      for (var ref of entry) {
        if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) {
          return true;
        }
      }
    }
  }
  return false;
}

function findRefInEntry(entry) {
  return entry.filter(r => r[0].toLowerCase() == reflookup);
}

function highlightFilter(s) {
  if (!filter) {
    return s;
  }
  var parts = s.toLowerCase().split(filter);
  if (parts.length == 1) {
    return s;
  }
  var r = "";
  var pos = 0;
  for (var i in parts) {
    if (i > 0) {
      r += '<mark class="highlight">' +
        s.substring(pos, pos + filter.length) +
        '</mark>';
      pos += filter.length;
    }
    r += s.substring(pos, pos + parts[i].length);
    pos += parts[i].length;
  }
  return r;
}

function checkboxSetUnsetAllHandler(checkboxname) {
  return function () {
    var checkboxnum = 0;
    while (checkboxnum < settings.checkboxes.length &&
      settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
      checkboxnum++;
    }
    if (checkboxnum >= settings.checkboxes.length) {
      return;
    }
    var allset = true;
    var checkbox;
    var row;
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      if (!checkbox.checked || checkbox.indeterminate) {
        allset = false;
        break;
      }
    }
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      checkbox.checked = !allset;
      checkbox.indeterminate = false;
      checkbox.onchange();
    }
  }
}

function createColumnHeader(name, cls, comparator, is_checkbox = false) {
  var th = document.createElement("TH");
  th.innerHTML = name;
  th.classList.add(cls);
  if (is_checkbox)
    th.setAttribute("col_name", "bom-checkbox");
  else
    th.setAttribute("col_name", name);
  var span = document.createElement("SPAN");
  span.classList.add("sortmark");
  span.classList.add("none");
  th.appendChild(span);
  var spacer = document.createElement("div");
  spacer.className = "column-spacer";
  th.appendChild(spacer);
  spacer.onclick = function () {
    if (currentSortColumn && th !== currentSortColumn) {
      // Currently sorted by another column
      currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
      currentSortColumn.childNodes[1].classList.add("none");
      currentSortColumn = null;
      currentSortOrder = null;
    }
    if (currentSortColumn && th === currentSortColumn) {
      // Already sorted by this column
      if (currentSortOrder == "asc") {
        // Sort by this column, descending order
        bomSortFunction = function (a, b) {
          return -comparator(a, b);
        }
        currentSortColumn.childNodes[1].classList.remove("asc");
        currentSortColumn.childNodes[1].classList.add("desc");
        currentSortOrder = "desc";
      } else {
        // Unsort
        bomSortFunction = null;
        currentSortColumn.childNodes[1].classList.remove("desc");
        currentSortColumn.childNodes[1].classList.add("none");
        currentSortColumn = null;
        currentSortOrder = null;
      }
    } else {
      // Sort by this column, ascending order
      bomSortFunction = comparator;
      currentSortColumn = th;
      currentSortColumn.childNodes[1].classList.remove("none");
      currentSortColumn.childNodes[1].classList.add("asc");
      currentSortOrder = "asc";
    }
    populateBomBody();
  }
  if (is_checkbox) {
    spacer.onclick = fancyDblClickHandler(
      spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
  }
  return th;
}

function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
  while (bomhead.firstChild) {
    bomhead.removeChild(bomhead.firstChild);
  }
  var tr = document.createElement("TR");
  var th = document.createElement("TH");
  th.classList.add("numCol");

  var vismenu = document.createElement("div");
  vismenu.id = "vismenu";
  vismenu.classList.add("menu");

  var visbutton = document.createElement("div");
  visbutton.classList.add("visbtn");
  visbutton.classList.add("hideonprint");

  var viscontent = document.createElement("div");
  viscontent.classList.add("menu-content");
  viscontent.id = "vismenu-content";

  settings.columnOrder.forEach(column => {
    if (typeof column !== "string")
      return;

    // Skip empty columns
    if (column === "checkboxes" && settings.checkboxes.length == 0)
      return;
    else if (column === "Quantity" && settings.bommode == "ungrouped")
      return;

    var label = document.createElement("label");
    label.classList.add("menu-label");

    var input = document.createElement("input");
    input.classList.add("visibility_checkbox");
    input.type = "checkbox";
    input.onchange = function (e) {
      setShowBOMColumn(column, e.target.checked)
    };
    input.checked = !(settings.hiddenColumns.includes(column));

    label.appendChild(input);
    if (column.length > 0)
      label.append(column[0].toUpperCase() + column.slice(1));

    viscontent.appendChild(label);
  });

  viscontent.childNodes[0].classList.add("menu-label-top");

  vismenu.appendChild(visbutton);
  if (settings.bommode != "netlist") {
    vismenu.appendChild(viscontent);
    th.appendChild(vismenu);
  }
  tr.appendChild(th);

  var checkboxCompareClosure = function (checkbox) {
    return (a, b) => {
      var stateA = getCheckboxState(checkbox, a);
      var stateB = getCheckboxState(checkbox, b);
      if (stateA > stateB) return -1;
      if (stateA < stateB) return 1;
      return 0;
    }
  }
  var stringFieldCompareClosure = function (fieldIndex) {
    return (a, b) => {
      var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
      var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
      if (fa != fb) return fa > fb ? 1 : -1;
      else return 0;
    }
  }
  var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
  var compareRefs = (a, b) => {
    var ra = referenceRegex.exec(a);
    var rb = referenceRegex.exec(b);
    if (ra === null || rb === null) {
      if (a != b) return a > b ? 1 : -1;
      return 0;
    } else {
      if (ra.groups.prefix != rb.groups.prefix) {
        return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
      }
      if (ra.groups.number != rb.groups.number) {
        return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
      }
      return 0;
    }
  }
  if (settings.bommode == "netlist") {
    tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => {
      if (a > b) return -1;
      if (a < b) return 1;
      return 0;
    }));
    tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => {
      return 0;
    }));
  } else {
    // Filter hidden columns
    var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
    var valueIndex = config.fields.indexOf("Value");
    var footprintIndex = config.fields.indexOf("Footprint");
    columns.forEach((column) => {
      if (column === placeHolderColumn) {
        var n = 1;
        if (column === "checkboxes")
          n = settings.checkboxes.length;
        for (i = 0; i < n; i++) {
          td = placeHolderElements.shift();
          tr.appendChild(td);
        }
        return;
      } else if (column === "checkboxes") {
        for (var checkbox of settings.checkboxes) {
          th = createColumnHeader(
            checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
          tr.appendChild(th);
        }
      } else if (column === "References") {
        tr.appendChild(createColumnHeader("References", "references", (a, b) => {
          var i = 0;
          while (i < a.length && i < b.length) {
            if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
            i++;
          }
          return a.length - b.length;
        }));
      } else if (column === "Value") {
        tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
          var ra = a[0][1], rb = b[0][1];
          return valueCompare(
            pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
            pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
        }));
        return;
      } else if (column === "Footprint") {
        tr.appendChild(createColumnHeader(
          "Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
      } else if (column === "Quantity" && settings.bommode == "grouped") {
        tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
          return a.length - b.length;
        }));
      } else {
        // Other fields
        var i = config.fields.indexOf(column);
        if (i < 0)
          return;
        tr.appendChild(createColumnHeader(
          column, `field${i + 1}`, stringFieldCompareClosure(i)));
      }
    });
  }
  bomhead.appendChild(tr);
}

function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
  const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
  while (bom.firstChild) {
    bom.removeChild(bom.firstChild);
  }
  highlightHandlers = [];
  footprintIndexToHandler = {};
  netsToHandler = {};
  currentHighlightedRowId = null;
  var first = true;
  var style = getComputedStyle(topmostdiv);
  var defaultNetColor = style.getPropertyValue('--track-color').trim();
  if (settings.bommode == "netlist") {
    bomtable = pcbdata.nets.slice();
  } else {
    switch (settings.canvaslayout) {
      case 'F':
        bomtable = pcbdata.bom.F.slice();
        break;
      case 'FB':
        bomtable = pcbdata.bom.both.slice();
        break;
      case 'B':
        bomtable = pcbdata.bom.B.slice();
        break;
    }
    if (settings.bommode == "ungrouped") {
      // expand bom table
      expandedTable = []
      for (var bomentry of bomtable) {
        for (var ref of bomentry) {
          expandedTable.push([ref]);
        }
      }
      bomtable = expandedTable;
    }
  }
  if (bomSortFunction) {
    bomtable = bomtable.sort(bomSortFunction);
  }
  for (var i in bomtable) {
    var bomentry = bomtable[i];
    if (filter && !entryMatches(bomentry)) {
      continue;
    }
    var references = null;
    var netname = null;
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    var rownum = +i + 1;
    tr.id = "bomrow" + rownum;
    td.textContent = rownum;
    tr.appendChild(td);
    if (settings.bommode == "netlist") {
      netname = bomentry;
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
      tr.appendChild(td);
      var color = settings.netColors[netname] || defaultNetColor;
      td = document.createElement("TD");
      var colorBox = document.createElement("INPUT");
      colorBox.type = "color";
      colorBox.value = color;
      colorBox.onchange = netColorChangeHandler(netname);
      colorBox.onmouseup = netColorRightClick(netname);
      colorBox.oncontextmenu = (e) => e.preventDefault();
      td.appendChild(colorBox);
      td.classList.add("color-column");
      tr.appendChild(td);
    } else {
      if (reflookup) {
        references = findRefInEntry(bomentry);
        if (references.length == 0) {
          continue;
        }
      } else {
        references = bomentry;
      }
      // Filter hidden columns
      var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
      columns.forEach((column) => {
        if (column === placeholderColumn) {
          var n = 1;
          if (column === "checkboxes")
            n = settings.checkboxes.length;
          for (i = 0; i < n; i++) {
            td = placeHolderElements.shift();
            tr.appendChild(td);
          }
          return;
        } else if (column === "checkboxes") {
          for (var checkbox of settings.checkboxes) {
            if (checkbox) {
              td = document.createElement("TD");
              var input = document.createElement("input");
              input.type = "checkbox";
              input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
              setBomCheckboxState(checkbox, input, references);
              if (input.checked && settings.markWhenChecked == checkbox) {
                tr.classList.add("checked");
              }
              td.appendChild(input);
              tr.appendChild(td);
            }
          }
        } else if (column === "References") {
          td = document.createElement("TD");
          td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
          tr.appendChild(td);
        } else if (column === "Quantity" && settings.bommode == "grouped") {
          // Quantity
          td = document.createElement("TD");
          td.textContent = references.length;
          tr.appendChild(td);
        } else {
          // All the other fields
          var field_index = config.fields.indexOf(column)
          if (field_index < 0)
            return;
          var valueSet = new Set();
          references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
          td = document.createElement("TD");
          var output = new Array();
          for (let item of valueSet) {
            const visible = highlightFilter(String(item));
            if (typeof item === 'string' && item.match(urlRegex)) {
              output.push(`<a href="${item}" target="_blank">${visible}</a>`);
            } else {
              output.push(visible);
            }
          }
          td.innerHTML = output.join(", ");
          tr.appendChild(td);
        }
      });
    }
    bom.appendChild(tr);
    var handler = createRowHighlightHandler(tr.id, references, netname);
    tr.onmousemove = handler;
    highlightHandlers.push({
      id: tr.id,
      handler: handler,
    });
    if (references !== null) {
      for (var refIndex of references.map(r => r[1])) {
        footprintIndexToHandler[refIndex] = handler;
      }
    }
    if (netname !== null) {
      netsToHandler[netname] = handler;
    }
    if ((filter || reflookup) && first) {
      handler();
      first = false;
    }
  }
  EventHandler.emitEvent(
    IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
    filter: filter,
    reflookup: reflookup,
    checkboxes: settings.checkboxes,
    bommode: settings.bommode,
  });
}

function highlightPreviousRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[highlightHandlers.length - 1].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[0].id == currentHighlightedRowId) {
      highlightHandlers[highlightHandlers.length - 1].handler();
    } else {
      for (var i = 0; i < highlightHandlers.length - 1; i++) {
        if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}

function highlightNextRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[0].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
      highlightHandlers[0].handler();
    } else {
      for (var i = 1; i < highlightHandlers.length; i++) {
        if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}

function populateBomTable() {
  populateBomHeader();
  populateBomBody();
  setBomHandlers();
  resizableGrid(bomhead);
}

function footprintsClicked(footprintIndexes) {
  var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
  for (var i = 1; i <= footprintIndexes.length; i++) {
    var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
    if (refIndex in footprintIndexToHandler) {
      lastClicked = refIndex;
      footprintIndexToHandler[refIndex]();
      smoothScrollToRow(currentHighlightedRowId);
      break;
    }
  }
}

function netClicked(net) {
  if (net in netsToHandler) {
    netsToHandler[net]();
    smoothScrollToRow(currentHighlightedRowId);
  } else {
    clearHighlightedFootprints();
    highlightedNet = net;
    drawHighlights();
  }
}

function updateFilter(input) {
  filter = input.toLowerCase();
  populateBomTable();
}

function updateRefLookup(input) {
  reflookup = input.toLowerCase();
  populateBomTable();
}

function changeCanvasLayout(layout) {
  document.getElementById("fl-btn").classList.remove("depressed");
  document.getElementById("fb-btn").classList.remove("depressed");
  document.getElementById("bl-btn").classList.remove("depressed");
  switch (layout) {
    case 'F':
      document.getElementById("fl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(1);
      }
      break;
    case 'B':
      document.getElementById("bl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(0);
      }
      break;
    default:
      document.getElementById("fb-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.setSizes([50, 50]);
      }
  }
  settings.canvaslayout = layout;
  writeStorage("canvaslayout", layout);
  resizeAll();
  changeBomMode(settings.bommode);
}

function populateMetadata() {
  document.getElementById("title").innerHTML = pcbdata.metadata.title;
  document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
  document.getElementById("company").innerHTML = pcbdata.metadata.company;
  document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
  if (pcbdata.metadata.title != "") {
    document.title = pcbdata.metadata.title + " BOM";
  }
  // Calculate board stats
  var fp_f = 0,
    fp_b = 0,
    pads_f = 0,
    pads_b = 0,
    pads_th = 0;
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    if (pcbdata.bom.skipped.includes(i)) continue;
    var mod = pcbdata.footprints[i];
    if (mod.layer == "F") {
      fp_f++;
    } else {
      fp_b++;
    }
    for (var pad of mod.pads) {
      if (pad.type == "th") {
        pads_th++;
      } else {
        if (pad.layers.includes("F")) {
          pads_f++;
        }
        if (pad.layers.includes("B")) {
          pads_b++;
        }
      }
    }
  }
  document.getElementById("stats-components-front").innerHTML = fp_f;
  document.getElementById("stats-components-back").innerHTML = fp_b;
  document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
  document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
  document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
  document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
  document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
  document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
  document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
  document.getElementById("stats-th-pads").innerHTML = pads_th;
  // Update version string
  document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
    /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
}

function changeBomLayout(layout) {
  document.getElementById("bom-btn").classList.remove("depressed");
  document.getElementById("lr-btn").classList.remove("depressed");
  document.getElementById("tb-btn").classList.remove("depressed");
  switch (layout) {
    case 'bom-only':
      document.getElementById("bom-btn").classList.add("depressed");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      document.getElementById("frontcanvas").style.display = "none";
      document.getElementById("backcanvas").style.display = "none";
      document.getElementById("topmostdiv").style.height = "";
      document.getElementById("topmostdiv").style.display = "block";
      break;
    case 'top-bottom':
      document.getElementById("tb-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("topmostdiv").style.height = "100%";
      document.getElementById("topmostdiv").style.display = "flex";
      document.getElementById("bomdiv").classList.remove("split-horizontal");
      document.getElementById("canvasdiv").classList.remove("split-horizontal");
      document.getElementById("frontcanvas").classList.add("split-horizontal");
      document.getElementById("backcanvas").classList.add("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        direction: "vertical",
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        onDragEnd: resizeAll
      });
      break;
    case 'left-right':
      document.getElementById("lr-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("topmostdiv").style.height = "100%";
      document.getElementById("topmostdiv").style.display = "flex";
      document.getElementById("bomdiv").classList.add("split-horizontal");
      document.getElementById("canvasdiv").classList.add("split-horizontal");
      document.getElementById("frontcanvas").classList.remove("split-horizontal");
      document.getElementById("backcanvas").classList.remove("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        direction: "vertical",
        onDragEnd: resizeAll
      });
  }
  settings.bomlayout = layout;
  writeStorage("bomlayout", layout);
  changeCanvasLayout(settings.canvaslayout);
}

function changeBomMode(mode) {
  document.getElementById("bom-grouped-btn").classList.remove("depressed");
  document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
  document.getElementById("bom-netlist-btn").classList.remove("depressed");
  var chkbxs = document.getElementsByClassName("visibility_checkbox");

  switch (mode) {
    case 'grouped':
      document.getElementById("bom-grouped-btn").classList.add("depressed");
      for (var i = 0; i < chkbxs.length; i++) {
        chkbxs[i].disabled = false;
      }
      break;
    case 'ungrouped':
      document.getElementById("bom-ungrouped-btn").classList.add("depressed");
      for (var i = 0; i < chkbxs.length; i++) {
        chkbxs[i].disabled = false;
      }
      break;
    case 'netlist':
      document.getElementById("bom-netlist-btn").classList.add("depressed");
      for (var i = 0; i < chkbxs.length; i++) {
        chkbxs[i].disabled = true;
      }
  }

  writeStorage("bommode", mode);
  if (mode != settings.bommode) {
    settings.bommode = mode;
    bomSortFunction = null;
    currentSortColumn = null;
    currentSortOrder = null;
    clearHighlightedFootprints();
  }
  populateBomTable();
}

function focusFilterField() {
  focusInputField(document.getElementById("filter"));
}

function focusRefLookupField() {
  focusInputField(document.getElementById("reflookup"));
}

function toggleBomCheckbox(bomrowid, checkboxnum) {
  if (!bomrowid || checkboxnum > settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
  checkbox.checked = !checkbox.checked;
  checkbox.indeterminate = false;
  checkbox.onchange();
}

function checkBomCheckbox(bomrowid, checkboxname) {
  var checkboxnum = 0;
  while (checkboxnum < settings.checkboxes.length &&
    settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
    checkboxnum++;
  }
  if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
  checkbox.checked = true;
  checkbox.indeterminate = false;
  checkbox.onchange();
}

function setBomCheckboxes(value) {
  writeStorage("bomCheckboxes", value);
  settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
  prepCheckboxes();
  populateMarkWhenCheckedOptions();
  setMarkWhenChecked(settings.markWhenChecked);
}

function setMarkWhenChecked(value) {
  writeStorage("markWhenChecked", value);
  settings.markWhenChecked = value;
  markedFootprints.clear();
  for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
    markedFootprints.add(ref);
  }
  populateBomTable();
  drawHighlights();
}

function prepCheckboxes() {
  var table = document.getElementById("checkbox-stats");
  while (table.childElementCount > 1) {
    table.removeChild(table.lastChild);
  }
  if (settings.checkboxes.length) {
    table.style.display = "";
  } else {
    table.style.display = "none";
  }
  for (var checkbox of settings.checkboxes) {
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    td.innerHTML = checkbox;
    tr.appendChild(td);
    td = document.createElement("TD");
    td.id = "checkbox-stats-" + checkbox;
    var progressbar = document.createElement("div");
    progressbar.classList.add("bar");
    td.appendChild(progressbar);
    var text = document.createElement("div");
    text.classList.add("text");
    td.appendChild(text);
    tr.appendChild(td);
    table.appendChild(tr);
    updateCheckboxStats(checkbox);
  }
}

function populateMarkWhenCheckedOptions() {
  var container = document.getElementById("markWhenCheckedContainer");

  if (settings.checkboxes.length == 0) {
    container.parentElement.style.display = "none";
    return;
  }

  container.innerHTML = '';
  container.parentElement.style.display = "inline-block";

  function createOption(name, displayName) {
    var id = "markWhenChecked-" + name;

    var div = document.createElement("div");
    div.classList.add("radio-container");

    var input = document.createElement("input");
    input.type = "radio";
    input.name = "markWhenChecked";
    input.value = name;
    input.id = id;
    input.onchange = () => setMarkWhenChecked(name);
    div.appendChild(input);

    // Preserve the selected element when the checkboxes change
    if (name == settings.markWhenChecked) {
      input.checked = true;
    }

    var label = document.createElement("label");
    label.innerHTML = displayName;
    label.htmlFor = id;
    div.appendChild(label);

    container.appendChild(div);
  }
  createOption("", "None");
  for (var checkbox of settings.checkboxes) {
    createOption(checkbox, checkbox);
  }
}

function updateCheckboxStats(checkbox) {
  var checked = getStoredCheckboxRefs(checkbox).size;
  var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
  var percent = checked * 100.0 / total;
  var td = document.getElementById("checkbox-stats-" + checkbox);
  td.firstChild.style.width = percent + "%";
  td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
}

function constrain(number, min, max) {
  return Math.min(Math.max(parseInt(number), min), max);
}

document.onkeydown = function (e) {
  switch (e.key) {
    case "n":
      if (document.activeElement.type == "text") {
        return;
      }
      if (currentHighlightedRowId !== null) {
        checkBomCheckbox(currentHighlightedRowId, "placed");
        highlightNextRow();
        e.preventDefault();
      }
      break;
    case "ArrowUp":
      highlightPreviousRow();
      e.preventDefault();
      break;
    case "ArrowDown":
      highlightNextRow();
      e.preventDefault();
      break;
    case "ArrowLeft":
    case "ArrowRight":
      if (document.activeElement.type != "text") {
        e.preventDefault();
        let boardRotationElement = document.getElementById("boardRotation")
        settings.boardRotation = parseInt(boardRotationElement.value);  // degrees / 5
        if (e.key == "ArrowLeft") {
          settings.boardRotation += 3;  // 15 degrees
        }
        else {
          settings.boardRotation -= 3;
        }
        settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max);
        boardRotationElement.value = settings.boardRotation
        setBoardRotation(settings.boardRotation);
      }
      break;
    default:
      break;
  }
  if (e.altKey) {
    switch (e.key) {
      case "f":
        focusFilterField();
        e.preventDefault();
        break;
      case "r":
        focusRefLookupField();
        e.preventDefault();
        break;
      case "z":
        changeBomLayout("bom-only");
        e.preventDefault();
        break;
      case "x":
        changeBomLayout("left-right");
        e.preventDefault();
        break;
      case "c":
        changeBomLayout("top-bottom");
        e.preventDefault();
        break;
      case "v":
        changeCanvasLayout("F");
        e.preventDefault();
        break;
      case "b":
        changeCanvasLayout("FB");
        e.preventDefault();
        break;
      case "n":
        changeCanvasLayout("B");
        e.preventDefault();
        break;
      default:
        break;
    }
    if (e.key >= '1' && e.key <= '9') {
      toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
      e.preventDefault();
    }
  }
}

function hideNetlistButton() {
  document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
  document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
  document.getElementById("bom-netlist-btn").style.display = "none";
}

function topToggle() {
  var top = document.getElementById("top");
  var toptoggle = document.getElementById("toptoggle");
  if (top.style.display === "none") {
    top.style.display = "flex";
    toptoggle.classList.remove("flipped");
  } else {
    top.style.display = "none";
    toptoggle.classList.add("flipped");
  }
}

window.onload = function (e) {
  initUtils();
  initRender();
  initStorage();
  initDefaults();
  cleanGutters();
  populateMetadata();
  dbgdiv = document.getElementById("dbg");
  bom = document.getElementById("bombody");
  bomhead = document.getElementById("bomhead");
  filter = "";
  reflookup = "";
  if (!("nets" in pcbdata)) {
    hideNetlistButton();
  }
  initDone = true;
  setBomCheckboxes(document.getElementById("bomCheckboxes").value);
  // Triggers render
  changeBomLayout(settings.bomlayout);

  // Users may leave fullscreen without touching the checkbox. Uncheck.
  document.addEventListener('fullscreenchange', () => {
    if (!document.fullscreenElement)
      document.getElementById('fullscreenCheckbox').checked = false;
  });
}

window.onresize = resizeAll;
window.matchMedia("print").addListener(resizeAll);

///////////////////////////////////////////////

///////////////////////////////////////////////
// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => {
//     for(var tr of bom.childNodes) {
//         tr.onclick = tr.onmousemove;
//         tr.onmousemove = null;
//     };
// });

///////////////////////////////////////////////
  </script>
</head>

<body>

<div id="topmostdiv" class="topmostdiv">
  <div id="top">
    <div id="fileinfodiv">
      <table class="fileinfo">
        <tbody>
          <tr>
            <td id="title" class="title" style="width: 70%">
              Title
            </td>
            <td id="revision" class="title" style="width: 30%">
              Revision
            </td>
          </tr>
          <tr>
            <td id="company">
              Company
            </td>
            <td id="filedate">
              Date
            </td>
          </tr>
        </tbody>
      </table>
    </div>
    <div id="bomcontrols">
      <div class="hideonprint menu">
        <button class="menubtn"></button>
        <div class="menu-content">
          <label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
            <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
            Dark mode
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
            <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
            Full Screen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
            Fab layer
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
            Silkscreen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
            References
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
            Values
          </label>
          <div id="tracksAndZonesCheckboxes">
            <label class="menu-label" style="width: calc(50% - 18px)">
              <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
              Tracks
            </label><!-- This comment eats space! All of it!
            --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
              <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
              Zones
            </label>
          </div>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
            Pads
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
            DNP outlined
          </label>
          <label class="menu-label">
            <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
            Continuous redraw on drag
          </label>
          <label class="menu-label">
            Highlight first pin
            <form id="highlightpin1">
              <div class="flexbox">
                <label>
                  <input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')">
                  None
                </label>
                <label>
                  <input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')">
                  All
                </label>
                <label>
                  <input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')">
                  Selected
                </label>
              </div>
            </form>
          </label>
          <label class="menu-label">
            <span>Board rotation</span>
            <span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
            <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
          </label>
          <label class="menu-label">
            <input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)">
            Offset back rotation
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Bom checkboxes</div>
            <input id="bomCheckboxes" class="menu-textbox" type=text
                   oninput="setBomCheckboxes(this.value)">
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Mark when checked</div>
            <div id="markWhenCheckedContainer"></div>
          </label>
          <label class="menu-label">
            <span class="shameless-plug">
              <span>Created using</span>
              <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
              <a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a>
            </span>
          </label>
        </div>
      </div>
      <div class="button-container hideonprint">
        <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
                title="Front only">F
        </button>
        <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
                title="Front and Back">FB
        </button>
        <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
                title="Back only">B
        </button>
      </div>
      <div class="button-container hideonprint">
        <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
                title="BOM only"></button>
        <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
                title="BOM left, drawings right"></button>
        <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
                title="BOM top, drawings bot"></button>
      </div>
      <div class="button-container hideonprint">
        <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
                title="Grouped BOM"></button>
        <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
                title="Ungrouped BOM"></button>
        <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
                title="Netlist"></button>
      </div>
      <div class="hideonprint menu">
        <button class="statsbtn"></button>
        <div class="menu-content">
          <table class="stats">
            <tbody>
              <tr>
                <td width="40%">Board stats</td>
                <td>Front</td>
                <td>Back</td>
                <td>Total</td>
              </tr>
              <tr>
                <td>Components</td>
                <td id="stats-components-front">~</td>
                <td id="stats-components-back">~</td>
                <td id="stats-components-total">~</td>
              </tr>
              <tr>
                <td>Groups</td>
                <td id="stats-groups-front">~</td>
                <td id="stats-groups-back">~</td>
                <td id="stats-groups-total">~</td>
              </tr>
              <tr>
                <td>SMD pads</td>
                <td id="stats-smd-pads-front">~</td>
                <td id="stats-smd-pads-back">~</td>
                <td id="stats-smd-pads-total">~</td>
              </tr>
              <tr>
                <td>TH pads</td>
                <td colspan=3 id="stats-th-pads">~</td>
              </tr>
            </tbody>
          </table>
          <table class="stats">
            <col width="40%"/><col />
            <tbody id="checkbox-stats">
              <tr>
                <td colspan=2 style="border-top: 0">Checkboxes</td>
              </tr>
            </tbody>
          </table>
        </div>
      </div>
      <div class="hideonprint menu">
        <button class="iobtn"></button>
        <div class="menu-content">
          <div class="menu-label menu-label-top">
            <div style="margin-left: 5px;">Save board image</div>
            <div class="flexbox">
              <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
              <span>X</span>
              <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
            </div>
            <label>
              <input id="render-save-transparent" type="checkbox">
              Transparent background
            </label>
            <div class="flexbox">
              <button class="savebtn" onclick="saveImage('F')">Front</button>
              <button class="savebtn" onclick="saveImage('B')">Back</button>
            </div>
          </div>
          <div class="menu-label">
            <span style="margin-left: 5px;">Config and checkbox state</span>
            <div class="flexbox">
              <button class="savebtn" onclick="saveSettings()">Export</button>
              <button class="savebtn" onclick="loadSettings()">Import</button>
              <button class="savebtn" onclick="resetSettings()">Reset</button>
            </div>
          </div>
          <div class="menu-label">
            <span style="margin-left: 5px;">Save bom table as</span>
            <div class="flexbox">
              <button class="savebtn" onclick="saveBomTable('csv')">csv</button>
              <button class="savebtn" onclick="saveBomTable('txt')">txt</button>
            </div>
          </div>
        </div>
      </div>
    </div>
  </div>
  <div id="topdivider">
    <div class="hideonprint">
      <div id="toptoggle" onclick="topToggle()">︽</div>
    </div>
  </div>
  <div id="bot" class="split" style="flex: 1 1">
    <div id="bomdiv" class="split split-horizontal">
      <div style="width: 100%">
        <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
               oninput="updateRefLookup(this.value)">
        <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
               oninput="updateFilter(this.value)">
        <div class="button-container hideonprint" style="float: left; margin: 0;">
          <button id="copy" title="Copy bom table to clipboard"
               onclick="saveBomTable('clipboard')"></button>
        </div>
      </div>
      <div id="dbg"></div>
      <table class="bom" id="bomtable">
        <thead id="bomhead">
        </thead>
        <tbody id="bombody">
        </tbody>
      </table>
    </div>
    <div id="canvasdiv" class="split split-horizontal">
      <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
      <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
    </div>
  </div>
</div>

</body>

</html>
